From 36cd883afdd0bd2ea81c1ff4d85764cbe817f407 Mon Sep 17 00:00:00 2001 From: niekdejonge Date: Wed, 13 Nov 2024 10:47:19 +0100 Subject: [PATCH 1/8] Add notebooks analyzing the case studies --- .../Add_annotations.ipynb | 4169 ++ .../Create_molecular_networks.ipynb | 198 + .../ms2ds_graph.graphml | 17000 +++++++ .../pre_processing_spectra.ipynb | 278 + .../case_studies_ms2deepscore_2/readme.md | 8 + .../visualize_embedding_umap.ipynb | 38173 ++++++++++++++++ 6 files changed, 59826 insertions(+) create mode 100644 notebooks/case_studies_ms2deepscore_2/Add_annotations.ipynb create mode 100644 notebooks/case_studies_ms2deepscore_2/Create_molecular_networks.ipynb create mode 100644 notebooks/case_studies_ms2deepscore_2/ms2ds_graph.graphml create mode 100644 notebooks/case_studies_ms2deepscore_2/pre_processing_spectra.ipynb create mode 100644 notebooks/case_studies_ms2deepscore_2/readme.md create mode 100644 notebooks/case_studies_ms2deepscore_2/visualize_embedding_umap.ipynb diff --git a/notebooks/case_studies_ms2deepscore_2/Add_annotations.ipynb b/notebooks/case_studies_ms2deepscore_2/Add_annotations.ipynb new file mode 100644 index 00000000..e157a225 --- /dev/null +++ b/notebooks/case_studies_ms2deepscore_2/Add_annotations.ipynb @@ -0,0 +1,4169 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "58805aba-ba26-4fcc-b6dc-886d623e53ad", + "metadata": {}, + "source": [ + "# Add annotations\n", + "In this notebooks annotations are added.\n", + "MS2Query annotations are created by running MS2Query on the files \"./cleaned_pos_spectra.mgf\" and \"./cleaned_neg_spectra.mgf\" created in the pre_processing_notebook" + ] + }, + { + "cell_type": "markdown", + "id": "de9a0acc-7977-492c-b5af-c5de4b7eab34", + "metadata": {}, + "source": [ + "### format ms2query results\n" + ] + }, + { + "cell_type": "markdown", + "id": "09e5a5dd-ffcd-4809-9427-a0694c88c9b7", + "metadata": {}, + "source": [ + "#### Load in ms2query annotations" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "73c613c0-066d-4a53-8b5a-a47a1c32dd34", + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import os\n", + "file_ms2query = os.path.join(\"results\", \"cleaned_pos_spectra.csv\")\n", + "pos_ms2query = pd.read_csv(file_ms2query)\n", + "file_ms2query = os.path.join(\"results\", \"cleaned_neg_spectra.csv\")\n", + "neg_ms2query = pd.read_csv(file_ms2query)" + ] + }, + { + "cell_type": "markdown", + "id": "5ded58d0-dfef-4c0c-a25a-35b771ad6ab6", + "metadata": {}, + "source": [ + "#### fix ms2query bug \n", + "A bug resulted in weird formatting of the compound classes, these lines fix this. MS2Query version >1.5.3 does not have this bug, but these results were created with 1.5.2" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "74f4edc1-753f-4ddb-9d7c-8237c05af56f", + "metadata": {}, + "outputs": [], + "source": [ + "neg_ms2query.loc[neg_ms2query[\"cf_kingdom\"].str.startswith(\"[\"), [\"cf_superclass\", \"cf_class\", \"cf_subclass\", \"cf_direct_parent\", \"cf_kingdom\"]] = \"unknown\"\n", + "pos_ms2query.loc[pos_ms2query[\"cf_kingdom\"].str.startswith(\"[\"), [\"cf_superclass\", \"cf_class\", \"cf_subclass\", \"cf_direct_parent\", \"cf_kingdom\"]] = \"unknown\"\n" + ] + }, + { + "cell_type": "markdown", + "id": "84213424-8582-41fa-93d2-e5a6d1df0fcc", + "metadata": {}, + "source": [ + "#### add ionmode prefix to query_spectrum_nr\n", + "This makes it possible to link the MS2Query results to the mol network graphml file created. " + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "23b2940c-624b-43fe-ab7f-35e4311660d0", + "metadata": {}, + "outputs": [], + "source": [ + "neg_ms2query[\"query_spectrum_nr\"] = \"neg_\" + neg_ms2query[\"query_spectrum_nr\"].astype(str)\n", + "pos_ms2query[\"query_spectrum_nr\"] = \"pos_\" + pos_ms2query[\"query_spectrum_nr\"].astype(str)" + ] + }, + { + "cell_type": "markdown", + "id": "780c4455-a299-4f7b-be10-fe725ec4c203", + "metadata": {}, + "source": [ + "#### add ionmode as column" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "id": "95cbff4c-6796-41a6-8218-26002d7ac116", + "metadata": {}, + "outputs": [], + "source": [ + "neg_ms2query[\"ionmode\"] = \"negative\"\n", + "pos_ms2query[\"ionmode\"] = \"positive\"" + ] + }, + { + "cell_type": "markdown", + "id": "700a2bdd-25c8-4572-b065-109bea33ed88", + "metadata": {}, + "source": [ + "#### Combine pos and neg in one df" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "id": "827ae3f8-0359-484e-8413-8cc465e5f623", + "metadata": {}, + "outputs": [], + "source": [ + "combined_ms2query_results = pd.concat([pos_ms2query, neg_ms2query], ignore_index=True)\n" + ] + }, + { + "cell_type": "markdown", + "id": "2760be00-0607-495c-b26e-3f86803751f7", + "metadata": {}, + "source": [ + "#### Mask ms2query results below 0.7\n" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "id": "6382ab0f-716c-450f-af00-9d5e282d6516", + "metadata": {}, + "outputs": [], + "source": [ + "mask = (combined_ms2query_results.ms2query_model_prediction.values > 0.7)\n", + "combined_ms2query_results[[\"precursor_mz_difference\", \"precursor_mz_analog\", \"inchikey\", \"smiles\", \n", + " \"analog_compound_name\", \"cf_superclass\", \"cf_class\", \"cf_subclass\", \n", + " \"cf_direct_parent\", \"npc_class_results\", \"npc_superclass_results\", \n", + " \"npc_pathway_results\"]] = combined_ms2query_results[[\"precursor_mz_difference\", \"precursor_mz_analog\", \n", + " \"inchikey\", \"smiles\", \"analog_compound_name\", \n", + " \"cf_superclass\", \"cf_class\", \"cf_subclass\", \n", + " \"cf_direct_parent\", \"npc_class_results\", \"npc_superclass_results\", \n", + " \"npc_pathway_results\"]][mask]" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "id": "a38aaecf-0bd2-4a9e-9b9c-e176a4ff2efc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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query_spectrum_nrms2query_model_predictionprecursor_mz_differenceprecursor_mz_query_spectrumprecursor_mz_analoginchikeyanalog_compound_namesmilesrtinminutescf_kingdomcf_superclasscf_classcf_subclasscf_direct_parentnpc_class_resultsnpc_superclass_resultsnpc_pathway_resultsionmode
0pos_10.91500.0004203.2234203.2230PFNFFQXMRSDOHWSPERMINENCCCNCCCCNCCCN0.372183Organic compoundsOrganic nitrogen compoundsOrganonitrogen compoundsAminesDialkylaminesPolyaminesOrnithine alkaloidsAlkaloidspositive
1pos_20.3530NaN223.9854NaNNaNNaNNaN0.412767unknownNaNNaNNaNNaNNaNNaNNaNpositive
2pos_30.91500.0004170.0924170.0920JDHILDINMRGULEN.pi.-Methyl-L-histidineCn1cncc1C[C@@H](C(=O)O)N0.626817Organic compoundsOrganic acids and derivativesCarboxylic acids and derivativesAmino acids, peptides, and analoguesHistidine and derivativesAminoacidsSmall peptidesAmino acids and Peptidespositive
3pos_40.5869NaN160.0963NaNNaNNaNNaN0.667783unknownNaNNaNNaNNaNNaNNaNNaNpositive
4pos_50.5869NaN160.0970NaNNaNNaNNaN0.667783unknownNaNNaNNaNNaNNaNNaNNaNpositive
.........................................................
2902neg_13110.95850.0008367.1578367.1586CZWCKYRVOZZJNMDehydroisoandrosterone sulfateC[C@]12CC[C@H]3[C@H]([C@@H]1CCC2=O)CC=C4[C@@]3...7.964783unknownunknownunknownunknownunknownNaNNaNNaNnegative
2903neg_13120.93640.0008369.1732369.1740ZMITXKRGXGRMKSAndrosterone sulfateC[C@]12CC[C@H](C[C@@H]1CC[C@@H]3[C@@H]2CC[C@]4...8.584184unknownunknownunknownunknownunknownNaNNaNNaNnegative
2904neg_13130.95690.0006329.2323329.2329MDIUMSLCYIJBQCFA 18:1+3OO=C(O)CCCCCCCC(O)C=CC(O)C(O)CCCCC8.958633Organic compoundsLipids and lipid-like moleculesFatty AcylsFatty acids and conjugatesLong-chain fatty acidsOther OctadecanoidsOctadecanoidsFatty acidsnegative
2905neg_13140.95690.0010293.1750293.1760NLDDIKRKFXEWBK6-Gingerol CollisionEnergy:102040CCCCCC(O)CC(=O)CCc1ccc(O)c(OC)c19.783950Organic compoundsBenzenoidsPhenolsMethoxyphenolsGingerolsNaNNaNNaNnegative
2906neg_13150.95690.0004329.2332329.2336DNWUYCUUEGGVPR(Z)-9,12,13-trihydroxyoctadec-15-enoic acidCC/C=C\\CC(C(CCC(CCCCCCCC(=O)O)O)O)O9.865933unknownunknownunknownunknownunknownNaNNaNNaNnegative
\n", + "

2907 rows × 18 columns

\n", + "
" + ], + "text/plain": [ + " query_spectrum_nr ms2query_model_prediction precursor_mz_difference \\\n", + "0 pos_1 0.9150 0.0004 \n", + "1 pos_2 0.3530 NaN \n", + "2 pos_3 0.9150 0.0004 \n", + "3 pos_4 0.5869 NaN \n", + "4 pos_5 0.5869 NaN \n", + "... ... ... ... \n", + "2902 neg_1311 0.9585 0.0008 \n", + "2903 neg_1312 0.9364 0.0008 \n", + "2904 neg_1313 0.9569 0.0006 \n", + "2905 neg_1314 0.9569 0.0010 \n", + "2906 neg_1315 0.9569 0.0004 \n", + "\n", + " precursor_mz_query_spectrum precursor_mz_analog inchikey \\\n", + "0 203.2234 203.2230 PFNFFQXMRSDOHW \n", + "1 223.9854 NaN NaN \n", + "2 170.0924 170.0920 JDHILDINMRGULE \n", + "3 160.0963 NaN NaN \n", + "4 160.0970 NaN NaN \n", + "... ... ... ... \n", + "2902 367.1578 367.1586 CZWCKYRVOZZJNM \n", + "2903 369.1732 369.1740 ZMITXKRGXGRMKS \n", + "2904 329.2323 329.2329 MDIUMSLCYIJBQC \n", + "2905 293.1750 293.1760 NLDDIKRKFXEWBK \n", + "2906 329.2332 329.2336 DNWUYCUUEGGVPR \n", + "\n", + " analog_compound_name \\\n", + "0 SPERMINE \n", + "1 NaN \n", + "2 N.pi.-Methyl-L-histidine \n", + "3 NaN \n", + "4 NaN \n", + "... ... \n", + "2902 Dehydroisoandrosterone sulfate \n", + "2903 Androsterone sulfate \n", + "2904 FA 18:1+3O \n", + "2905 6-Gingerol CollisionEnergy:102040 \n", + "2906 (Z)-9,12,13-trihydroxyoctadec-15-enoic acid \n", + "\n", + " smiles rtinminutes \\\n", + "0 NCCCNCCCCNCCCN 0.372183 \n", + "1 NaN 0.412767 \n", + "2 Cn1cncc1C[C@@H](C(=O)O)N 0.626817 \n", + "3 NaN 0.667783 \n", + "4 NaN 0.667783 \n", + "... ... ... \n", + "2902 C[C@]12CC[C@H]3[C@H]([C@@H]1CCC2=O)CC=C4[C@@]3... 7.964783 \n", + "2903 C[C@]12CC[C@H](C[C@@H]1CC[C@@H]3[C@@H]2CC[C@]4... 8.584184 \n", + "2904 O=C(O)CCCCCCCC(O)C=CC(O)C(O)CCCCC 8.958633 \n", + "2905 CCCCCC(O)CC(=O)CCc1ccc(O)c(OC)c1 9.783950 \n", + "2906 CC/C=C\\CC(C(CCC(CCCCCCCC(=O)O)O)O)O 9.865933 \n", + "\n", + " cf_kingdom cf_superclass \\\n", + "0 Organic compounds Organic nitrogen compounds \n", + "1 unknown NaN \n", + "2 Organic compounds Organic acids and derivatives \n", + "3 unknown NaN \n", + "4 unknown NaN \n", + "... ... ... \n", + "2902 unknown unknown \n", + "2903 unknown unknown \n", + "2904 Organic compounds Lipids and lipid-like molecules \n", + "2905 Organic compounds Benzenoids \n", + "2906 unknown unknown \n", + "\n", + " cf_class cf_subclass \\\n", + "0 Organonitrogen compounds Amines \n", + "1 NaN NaN \n", + "2 Carboxylic acids and derivatives Amino acids, peptides, and analogues \n", + "3 NaN NaN \n", + "4 NaN NaN \n", + "... ... ... \n", + "2902 unknown unknown \n", + "2903 unknown unknown \n", + "2904 Fatty Acyls Fatty acids and conjugates \n", + "2905 Phenols Methoxyphenols \n", + "2906 unknown unknown \n", + "\n", + " cf_direct_parent npc_class_results npc_superclass_results \\\n", + "0 Dialkylamines Polyamines Ornithine alkaloids \n", + "1 NaN NaN NaN \n", + "2 Histidine and derivatives Aminoacids Small peptides \n", + "3 NaN NaN NaN \n", + "4 NaN NaN NaN \n", + "... ... ... ... \n", + "2902 unknown NaN NaN \n", + "2903 unknown NaN NaN \n", + "2904 Long-chain fatty acids Other Octadecanoids Octadecanoids \n", + "2905 Gingerols NaN NaN \n", + "2906 unknown NaN NaN \n", + "\n", + " npc_pathway_results ionmode \n", + "0 Alkaloids positive \n", + "1 NaN positive \n", + "2 Amino acids and Peptides positive \n", + "3 NaN positive \n", + "4 NaN positive \n", + "... ... ... \n", + "2902 NaN negative \n", + "2903 NaN negative \n", + "2904 Fatty acids negative \n", + "2905 NaN negative \n", + "2906 NaN negative \n", + "\n", + "[2907 rows x 18 columns]" + ] + }, + "execution_count": 66, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "combined_ms2query_results" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "id": "36269668-284d-4ea8-9366-1b4fb1aa04b9", + "metadata": {}, + "outputs": [], + "source": [ + "combined_ms2query_results.to_csv(\"combined_ms2query_results.csv\")" + ] + }, + { + "cell_type": "markdown", + "id": "d66e1fbd-0191-42be-abaf-15e0ea6899c1", + "metadata": {}, + "source": [ + "# Adding annotations from Natural Phenome Center." + ] + }, + { + "cell_type": "code", + "execution_count": 68, + "id": "5fd749d2-1b1e-4d9e-80f8-d175caded9e8", + "metadata": {}, + "outputs": [], + "source": [ + "neg_elena = pd.read_csv(\"./annotations_elena/RNEG_ROI_V_3_2_0.csv\", encoding=\"windows-1252\")" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "id": "fcd7564c-f6ca-4e8b-af0c-e7688123f404", + "metadata": {}, + "outputs": [], + "source": [ + "pos_elena = pd.read_csv(\"./annotations_elena/RPOS_ROI_V_3_2_0.csv\", encoding=\"windows-1252\")" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "id": "3a3eedba-4f4c-4cad-9b13-3b3e5e6f3a9a", + "metadata": {}, + "outputs": [], + "source": [ + "def add_matching_annotations(row_elena_df, ms2query_annotations, ionmode):\n", + " rt_elena = row[\"rt_minutes\"]\n", + " mz_elena = row[\"mz\"]\n", + " inchikey_elena = row[\"InChIKey\"]\n", + " compound_name_elena = row[\"cpdName\"]\n", + " \n", + " matching_mz = (abs(ms2query_annotations[\"precursor_mz_query_spectrum\"] - mz_elena) / ms2query_annotations[\"precursor_mz_query_spectrum\"]*1000000) <15\n", + " matching_rt = (abs(ms2query_annotations[\"rtinminutes\"] - rt_elena)) < 0.25\n", + " matching_ionmode = ms2query_annotations[\"ionmode\"] == ionmode\n", + "\n", + " all_matching = matching_mz & matching_rt & matching_ionmode\n", + " ms2query_annotations.loc[all_matching, \"elena_compound_name\"] = compound_name_elena\n", + " ms2query_annotations.loc[all_matching, \"elena_inchikey\"] = inchikey_elena" + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "id": "dedb9e8c-4041-4cd4-b1ed-ce363ddfbc45", + "metadata": {}, + "outputs": [], + "source": [ + "for _, row in pos_elena.iterrows():\n", + " add_matching_annotations(row, combined_ms2query_results, \"positive\")\n", + "for _, row in neg_elena.iterrows():\n", + " add_matching_annotations(row, combined_ms2query_results, \"negative\")" + ] + }, + { + "cell_type": "code", + "execution_count": 72, + "id": "7fc348f4-0b46-420a-a14d-b60b48c7fa66", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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query_spectrum_nrms2query_model_predictionprecursor_mz_differenceprecursor_mz_query_spectrumprecursor_mz_analoginchikeyanalog_compound_namesmilesrtinminutescf_kingdomcf_superclasscf_classcf_subclasscf_direct_parentnpc_class_resultsnpc_superclass_resultsnpc_pathway_resultsionmodeelena_compound_nameelena_inchikey
0pos_10.91500.0004203.2234203.2230PFNFFQXMRSDOHWSPERMINENCCCNCCCCNCCCN0.372183Organic compoundsOrganic nitrogen compoundsOrganonitrogen compoundsAminesDialkylaminesPolyaminesOrnithine alkaloidsAlkaloidspositivenannan
1pos_20.3530NaN223.9854NaNNaNNaNNaN0.412767unknownNaNNaNNaNNaNNaNNaNNaNpositivenannan
2pos_30.91500.0004170.0924170.0920JDHILDINMRGULEN.pi.-Methyl-L-histidineCn1cncc1C[C@@H](C(=O)O)N0.626817Organic compoundsOrganic acids and derivativesCarboxylic acids and derivativesAmino acids, peptides, and analoguesHistidine and derivativesAminoacidsSmall peptidesAmino acids and Peptidespositivenannan
3pos_40.5869NaN160.0963NaNNaNNaNNaN0.667783unknownNaNNaNNaNNaNNaNNaNNaNpositivenannan
4pos_50.5869NaN160.0970NaNNaNNaNNaN0.667783unknownNaNNaNNaNNaNNaNNaNNaNpositivenannan
...............................................................
2902neg_13110.95850.0008367.1578367.1586CZWCKYRVOZZJNMDehydroisoandrosterone sulfateC[C@]12CC[C@H]3[C@H]([C@@H]1CCC2=O)CC=C4[C@@]3...7.964783unknownunknownunknownunknownunknownNaNNaNNaNnegativeDehydroepiandrosterone SulfateCZWCKYRVOZZJNM-USOAJAOKSA-N
2903neg_13120.93640.0008369.1732369.1740ZMITXKRGXGRMKSAndrosterone sulfateC[C@]12CC[C@H](C[C@@H]1CC[C@@H]3[C@@H]2CC[C@]4...8.584184unknownunknownunknownunknownunknownNaNNaNNaNnegativenannan
2904neg_13130.95690.0006329.2323329.2329MDIUMSLCYIJBQCFA 18:1+3OO=C(O)CCCCCCCC(O)C=CC(O)C(O)CCCCC8.958633Organic compoundsLipids and lipid-like moleculesFatty AcylsFatty acids and conjugatesLong-chain fatty acidsOther OctadecanoidsOctadecanoidsFatty acidsnegativenannan
2905neg_13140.95690.0010293.1750293.1760NLDDIKRKFXEWBK6-Gingerol CollisionEnergy:102040CCCCCC(O)CC(=O)CCc1ccc(O)c(OC)c19.783950Organic compoundsBenzenoidsPhenolsMethoxyphenolsGingerolsNaNNaNNaNnegativenannan
2906neg_13150.95690.0004329.2332329.2336DNWUYCUUEGGVPR(Z)-9,12,13-trihydroxyoctadec-15-enoic acidCC/C=C\\CC(C(CCC(CCCCCCCC(=O)O)O)O)O9.865933unknownunknownunknownunknownunknownNaNNaNNaNnegativenannan
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2907 rows × 20 columns

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" + ], + "text/plain": [ + " query_spectrum_nr ms2query_model_prediction precursor_mz_difference \\\n", + "0 pos_1 0.9150 0.0004 \n", + "1 pos_2 0.3530 NaN \n", + "2 pos_3 0.9150 0.0004 \n", + "3 pos_4 0.5869 NaN \n", + "4 pos_5 0.5869 NaN \n", + "... ... ... ... \n", + "2902 neg_1311 0.9585 0.0008 \n", + "2903 neg_1312 0.9364 0.0008 \n", + "2904 neg_1313 0.9569 0.0006 \n", + "2905 neg_1314 0.9569 0.0010 \n", + "2906 neg_1315 0.9569 0.0004 \n", + "\n", + " precursor_mz_query_spectrum precursor_mz_analog inchikey \\\n", + "0 203.2234 203.2230 PFNFFQXMRSDOHW \n", + "1 223.9854 NaN NaN \n", + "2 170.0924 170.0920 JDHILDINMRGULE \n", + "3 160.0963 NaN NaN \n", + "4 160.0970 NaN NaN \n", + "... ... ... ... \n", + "2902 367.1578 367.1586 CZWCKYRVOZZJNM \n", + "2903 369.1732 369.1740 ZMITXKRGXGRMKS \n", + "2904 329.2323 329.2329 MDIUMSLCYIJBQC \n", + "2905 293.1750 293.1760 NLDDIKRKFXEWBK \n", + "2906 329.2332 329.2336 DNWUYCUUEGGVPR \n", + "\n", + " analog_compound_name \\\n", + "0 SPERMINE \n", + "1 NaN \n", + "2 N.pi.-Methyl-L-histidine \n", + "3 NaN \n", + "4 NaN \n", + "... ... \n", + "2902 Dehydroisoandrosterone sulfate \n", + "2903 Androsterone sulfate \n", + "2904 FA 18:1+3O \n", + "2905 6-Gingerol CollisionEnergy:102040 \n", + "2906 (Z)-9,12,13-trihydroxyoctadec-15-enoic acid \n", + "\n", + " smiles rtinminutes \\\n", + "0 NCCCNCCCCNCCCN 0.372183 \n", + "1 NaN 0.412767 \n", + "2 Cn1cncc1C[C@@H](C(=O)O)N 0.626817 \n", + "3 NaN 0.667783 \n", + "4 NaN 0.667783 \n", + "... ... ... \n", + "2902 C[C@]12CC[C@H]3[C@H]([C@@H]1CCC2=O)CC=C4[C@@]3... 7.964783 \n", + "2903 C[C@]12CC[C@H](C[C@@H]1CC[C@@H]3[C@@H]2CC[C@]4... 8.584184 \n", + "2904 O=C(O)CCCCCCCC(O)C=CC(O)C(O)CCCCC 8.958633 \n", + "2905 CCCCCC(O)CC(=O)CCc1ccc(O)c(OC)c1 9.783950 \n", + "2906 CC/C=C\\CC(C(CCC(CCCCCCCC(=O)O)O)O)O 9.865933 \n", + "\n", + " cf_kingdom cf_superclass \\\n", + "0 Organic compounds Organic nitrogen compounds \n", + "1 unknown NaN \n", + "2 Organic compounds Organic acids and derivatives \n", + "3 unknown NaN \n", + "4 unknown NaN \n", + "... ... ... \n", + "2902 unknown unknown \n", + "2903 unknown unknown \n", + "2904 Organic compounds Lipids and lipid-like molecules \n", + "2905 Organic compounds Benzenoids \n", + "2906 unknown unknown \n", + "\n", + " cf_class cf_subclass \\\n", + "0 Organonitrogen compounds Amines \n", + "1 NaN NaN \n", + "2 Carboxylic acids and derivatives Amino acids, peptides, and analogues \n", + "3 NaN NaN \n", + "4 NaN NaN \n", + "... ... ... \n", + "2902 unknown unknown \n", + "2903 unknown unknown \n", + "2904 Fatty Acyls Fatty acids and conjugates \n", + "2905 Phenols Methoxyphenols \n", + "2906 unknown unknown \n", + "\n", + " cf_direct_parent npc_class_results npc_superclass_results \\\n", + "0 Dialkylamines Polyamines Ornithine alkaloids \n", + "1 NaN NaN NaN \n", + "2 Histidine and derivatives Aminoacids Small peptides \n", + "3 NaN NaN NaN \n", + "4 NaN NaN NaN \n", + "... ... ... ... \n", + "2902 unknown NaN NaN \n", + "2903 unknown NaN NaN \n", + "2904 Long-chain fatty acids Other Octadecanoids Octadecanoids \n", + "2905 Gingerols NaN NaN \n", + "2906 unknown NaN NaN \n", + "\n", + " npc_pathway_results ionmode elena_compound_name \\\n", + "0 Alkaloids positive nan \n", + "1 NaN positive nan \n", + "2 Amino acids and Peptides positive nan \n", + "3 NaN positive nan \n", + "4 NaN positive nan \n", + "... ... ... ... \n", + "2902 NaN negative Dehydroepiandrosterone Sulfate \n", + "2903 NaN negative nan \n", + "2904 Fatty acids negative nan \n", + "2905 NaN negative nan \n", + "2906 NaN negative nan \n", + "\n", + " elena_inchikey \n", + "0 nan \n", + "1 nan \n", + "2 nan \n", + "3 nan \n", + "4 nan \n", + "... ... \n", + "2902 CZWCKYRVOZZJNM-USOAJAOKSA-N \n", + "2903 nan \n", + "2904 nan \n", + "2905 nan \n", + "2906 nan \n", + "\n", + "[2907 rows x 20 columns]" + ] + }, + "execution_count": 72, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "combined_ms2query_results" + ] + }, + { + "cell_type": "code", + "execution_count": 73, + "id": "e01aef76-fd2f-4431-b47e-ae78e4cc57c6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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query_spectrum_nranalog_compound_nameelena_compound_nameinchikeyelena_inchikeyionmode
5pos_6TRIGONELLINETrigonellineWWNNZCOKKKDOPXWWNNZCOKKKDOPX-UHFFFAOYSA-Npositive
8pos_9Stachydrine (L-proline betaine)1-Methylpiperidine-2-carboxylic acid (N-methyl...CMUNUTVVOOHQPWBPSLZWSRHTULGU-UHFFFAOYSA-Npositive
10pos_11H-Pro-Hyp-OHProlylhydroxyprolineONPXCLZMBSJLSPONPXCLZMBSJLSP-CSMHCCOUSA-Npositive
13pos_14ACETYL ARGININEN-a-Acetyl-L-arginineSNEIUMQYRCDYCHSNEIUMQYRCDYCH-LURJTMIESA-Npositive
14pos_15ACETYL-CARNITINEL-Acetylcarnitine CAR(2:0)RDHQFKQIGNGIEDRDHQFKQIGNGIED-MRVPVSSYSA-Npositive
15pos_16NaNCitric acidNaNKRKNYBCHXYNGOX-UHFFFAOYSA-Npositive
30pos_31SuccinoadenosineSuccinyladenosineVKGZCEJTCKHMRLVKGZCEJTCKHMRL-VWJPMABRSA-Npositive
41pos_42\"N,N-DIMETHYL-ARGININE\"Symmetric | Asymmetric DimethylarginineYDGMGEXADBMOMJHVPFXCBJHIIJGS-LURJTMIESA-N | YDGMGEXADBMOMJ-L...positive
44pos_451,1-DIMETHYL-PROLINIUM1-Methylpiperidine-2-carboxylic acid (N-methyl...CMUNUTVVOOHQPWBPSLZWSRHTULGU-UHFFFAOYSA-Npositive
45pos_461,1-DIMETHYL-PROLINIUM1-Methylpiperidine-2-carboxylic acid (N-methyl...CMUNUTVVOOHQPWBPSLZWSRHTULGU-UHFFFAOYSA-Npositive
46pos_474-GUANIDINOBUTANOATE4-Guanidinobutanoic acidTUHVEAJXIMEOSATUHVEAJXIMEOSA-UHFFFAOYSA-Npositive
47pos_484-GUANIDINOBUTANOATE4-Guanidinobutanoic acidTUHVEAJXIMEOSATUHVEAJXIMEOSA-UHFFFAOYSA-Npositive
54pos_55NaNCitric acidNaNKRKNYBCHXYNGOX-UHFFFAOYSA-Npositive
74pos_751-beta-D-Glucopyranosyl-L-tryptophanTetrahydropentoxylineZHBHZDMTVVJASVLCHFAYIGHOVWSA-UHFFFAOYSA-Npositive
77pos_78ButyrylcarnitineButyrylcarnitine CAR(4:0)QWYFHHGCZUCMBNQWYFHHGCZUCMBN-SECBINFHSA-Npositive
89pos_90KYNURENIC ACIDKynurenic acidHCZHHEIFKROPDYHCZHHEIFKROPDY-UHFFFAOYSA-Npositive
118pos_119Tyr-C6:0O-SulfotyrosineCWRCPUJCLXNYLVCIQHWLTYGMYQQR-QMMMGPOBSA-Npositive
122pos_123PropionylcarnitinePropionylcarnitine CAR(3:0)UFAHZIUFPNSHSLUFAHZIUFPNSHSL-MRVPVSSYSA-Npositive
126pos_1277-Methylxanthine; LC-tDDA; CE207-MethylxanthinePFWLFWPASULGANPFWLFWPASULGAN-UHFFFAOYSA-Npositive
127pos_1287-Methylxanthine7-MethylxanthinePFWLFWPASULGANPFWLFWPASULGAN-UHFFFAOYSA-Npositive
144pos_1454-oxo-1H-quinoline-2-carboxylic acidKynurenic acidHCZHHEIFKROPDYHCZHHEIFKROPDY-UHFFFAOYSA-Npositive
164pos_165\"N,N-DIMETHYL-ARGININE\"Symmetric | Asymmetric DimethylarginineYDGMGEXADBMOMJHVPFXCBJHIIJGS-LURJTMIESA-N | YDGMGEXADBMOMJ-L...positive
165pos_166NaN1-Methylpiperidine-2-carboxylic acid (N-methyl...NaNBPSLZWSRHTULGU-UHFFFAOYSA-Npositive
166pos_167NaN1-Methylpiperidine-2-carboxylic acid (N-methyl...NaNBPSLZWSRHTULGU-UHFFFAOYSA-Npositive
176pos_1771-Methylguanine7-MethylguanineRFLVMTUMFYRZCBFZWGECJQACGGTI-UHFFFAOYSA-Npositive
186pos_187PropionylcarnitinePropionylcarnitine CAR(3:0)UFAHZIUFPNSHSLUFAHZIUFPNSHSL-MRVPVSSYSA-Npositive
195pos_196N2_N2-DimethylguanosineN2,N2-DimethylguanosineRSPURTUNRHNVGFRSPURTUNRHNVGF-IOSLPCCCSA-Npositive
196pos_197N2_N2-DimethylguanosineN2,N2-DimethylguanosineRSPURTUNRHNVGFRSPURTUNRHNVGF-IOSLPCCCSA-Npositive
200pos_201METHYLTHIOADENOSINE5'-MethylthioadenosineWUUGFSXJNOTRMRWUUGFSXJNOTRMR-IOSLPCCCSA-Npositive
202pos_203phenylacetylglutaminePhenylacetylglutamineJFLIEFSWGNOPJJJFLIEFSWGNOPJJ-JTQLQIEISA-Npositive
213pos_214N-Acetyl-L-arginineN-a-Acetyl-L-arginineSNEIUMQYRCDYCHSNEIUMQYRCDYCH-LURJTMIESA-Npositive
215pos_216NICOTINAMIDENiacinamideDFPAKSUCGFBDDFDFPAKSUCGFBDDF-UHFFFAOYSA-Npositive
216pos_2177-Methylguanine; LC-tDDA; CE307-MethylguanineFZWGECJQACGGTIFZWGECJQACGGTI-UHFFFAOYSA-Npositive
232pos_233EiM07-16825TetrahydropentoxylineSPWALZPBOHMQGXLCHFAYIGHOVWSA-UHFFFAOYSA-Npositive
247pos_248NaNN1,N12-DiacetylspermineNaNNPDTUDWGJMBVEP-UHFFFAOYSA-Npositive
248pos_2491,1-DIMETHYL-PROLINIUM1-Methylpiperidine-2-carboxylic acid (N-methyl...CMUNUTVVOOHQPWBPSLZWSRHTULGU-UHFFFAOYSA-Npositive
250pos_251AcetylcarnitineL-Acetylcarnitine CAR(2:0)RDHQFKQIGNGIEDRDHQFKQIGNGIED-MRVPVSSYSA-Npositive
259pos_260PropionylcarnitinePropionylcarnitine CAR(3:0)UFAHZIUFPNSHSLUFAHZIUFPNSHSL-MRVPVSSYSA-Npositive
266pos_267oxoguanine7-MethylxanthineGMSNIKWWOQHZGFPFWLFWPASULGAN-UHFFFAOYSA-Npositive
294pos_295TRIGONELLINETrigonellineWWNNZCOKKKDOPXWWNNZCOKKKDOPX-UHFFFAOYSA-Npositive
296pos_297Acetyl-L-CarnitineL-Acetylcarnitine CAR(2:0)RDHQFKQIGNGIEDRDHQFKQIGNGIED-MRVPVSSYSA-Npositive
319pos_320NaNPyrallineNaNVTYFITADLSVOAS-UHFFFAOYSA-Npositive
320pos_321ButyrylcarnitineButyrylcarnitine CAR(4:0)QWYFHHGCZUCMBNQWYFHHGCZUCMBN-SECBINFHSA-Npositive
321pos_322ButyrylcarnitineButyrylcarnitine CAR(4:0)QWYFHHGCZUCMBNQWYFHHGCZUCMBN-SECBINFHSA-Npositive
323pos_324NaNPyrallineNaNVTYFITADLSVOAS-UHFFFAOYSA-Npositive
324pos_325ParacetamolAcetaminophenRZVAJINKPMORJFRZVAJINKPMORJF-UHFFFAOYSA-Npositive
327pos_328AbrineTryptophanCZCIKBSVHDNIDHQIVBCDIJIAJPQS-VIFPVBQESA-Npositive
331pos_332TheophyllineTheophyllineZFXYFBGIUFBOJWZFXYFBGIUFBOJW-UHFFFAOYSA-Npositive
336pos_337KynurenateKynurenic acidHCZHHEIFKROPDYHCZHHEIFKROPDY-UHFFFAOYSA-Npositive
344pos_346RiboflavinRiboflavin (vit B2)AUNGANRZJHBGPYAUNGANRZJHBGPY-SCRDCRAPSA-Npositive
378pos_380NaN5-Hydroxy-L-tryptophanNaNLDCYZAJDBXYCGN-VIFPVBQESA-Npositive
386pos_388ButyrylcarnitineButyrylcarnitine CAR(4:0)QWYFHHGCZUCMBNQWYFHHGCZUCMBN-SECBINFHSA-Npositive
389pos_391L-TryptophanTryptophanQIVBCDIJIAJPQSQIVBCDIJIAJPQS-VIFPVBQESA-Npositive
393pos_3952-MethylquinolineTryptamineSMUQFGGVLNAIOZAPJYDQYYACXCRM-UHFFFAOYSA-Npositive
399pos_401CaffeineCaffeineRYYVLZVUVIJVGHRYYVLZVUVIJVGH-UHFFFAOYSA-Npositive
402pos_404NaNPhenylacetylglutamineNaNJFLIEFSWGNOPJJ-JTQLQIEISA-Npositive
447pos_4491,1-DIMETHYL-PROLINIUM1-Methylpiperidine-2-carboxylic acid (N-methyl...CMUNUTVVOOHQPWBPSLZWSRHTULGU-UHFFFAOYSA-Npositive
454pos_4561-METHYLXANTHINE7-MethylxanthineMVOYJPOZRLFTCPPFWLFWPASULGAN-UHFFFAOYSA-Npositive
459pos_461L-TryptophanTryptophanQIVBCDIJIAJPQSQIVBCDIJIAJPQS-VIFPVBQESA-Npositive
462pos_4642-MethylquinolineTryptamineSMUQFGGVLNAIOZAPJYDQYYACXCRM-UHFFFAOYSA-Npositive
536pos_5382(E)-octenoyl-L-carnitine2-Octenoylcarnitine CAR(8:1)LOSHAHDSFZXVCTLOSHAHDSFZXVCT-LXKVQUBZSA-Npositive
572pos_5742(E)-octenoyl-L-carnitine2-Octenoylcarnitine CAR(8:1)LOSHAHDSFZXVCTLOSHAHDSFZXVCT-LXKVQUBZSA-Npositive
638pos_640PrednisoloneCortisoneOIGNJSKKLXVSLSMFYSYFVPBJMHGN-ZPOLXVRWSA-Npositive
639pos_641PrednisoloneCortisoneOIGNJSKKLXVSLSMFYSYFVPBJMHGN-ZPOLXVRWSA-Npositive
801pos_803TRIGONELLINETrigonellineWWNNZCOKKKDOPXWWNNZCOKKKDOPX-UHFFFAOYSA-Npositive
804pos_806Stachydrine (L-proline betaine)1-Methylpiperidine-2-carboxylic acid (N-methyl...CMUNUTVVOOHQPWBPSLZWSRHTULGU-UHFFFAOYSA-Npositive
806pos_808H-Pro-Hyp-OHProlylhydroxyprolineONPXCLZMBSJLSPONPXCLZMBSJLSP-CSMHCCOUSA-Npositive
809pos_811ACETYL ARGININEN-a-Acetyl-L-arginineSNEIUMQYRCDYCHSNEIUMQYRCDYCH-LURJTMIESA-Npositive
810pos_812ACETYL-CARNITINEL-Acetylcarnitine CAR(2:0)RDHQFKQIGNGIEDRDHQFKQIGNGIED-MRVPVSSYSA-Npositive
811pos_813NaNCitric acidNaNKRKNYBCHXYNGOX-UHFFFAOYSA-Npositive
826pos_828SuccinoadenosineSuccinyladenosineVKGZCEJTCKHMRLVKGZCEJTCKHMRL-VWJPMABRSA-Npositive
837pos_839\"N,N-DIMETHYL-ARGININE\"Symmetric | Asymmetric DimethylarginineYDGMGEXADBMOMJHVPFXCBJHIIJGS-LURJTMIESA-N | YDGMGEXADBMOMJ-L...positive
840pos_8421,1-DIMETHYL-PROLINIUM1-Methylpiperidine-2-carboxylic acid (N-methyl...CMUNUTVVOOHQPWBPSLZWSRHTULGU-UHFFFAOYSA-Npositive
841pos_8431,1-DIMETHYL-PROLINIUM1-Methylpiperidine-2-carboxylic acid (N-methyl...CMUNUTVVOOHQPWBPSLZWSRHTULGU-UHFFFAOYSA-Npositive
842pos_8444-GUANIDINOBUTANOATE4-Guanidinobutanoic acidTUHVEAJXIMEOSATUHVEAJXIMEOSA-UHFFFAOYSA-Npositive
843pos_8454-GUANIDINOBUTANOATE4-Guanidinobutanoic acidTUHVEAJXIMEOSATUHVEAJXIMEOSA-UHFFFAOYSA-Npositive
850pos_852NaNCitric acidNaNKRKNYBCHXYNGOX-UHFFFAOYSA-Npositive
870pos_8721-beta-D-Glucopyranosyl-L-tryptophanTetrahydropentoxylineZHBHZDMTVVJASVLCHFAYIGHOVWSA-UHFFFAOYSA-Npositive
873pos_875ButyrylcarnitineButyrylcarnitine CAR(4:0)QWYFHHGCZUCMBNQWYFHHGCZUCMBN-SECBINFHSA-Npositive
885pos_887KYNURENIC ACIDKynurenic acidHCZHHEIFKROPDYHCZHHEIFKROPDY-UHFFFAOYSA-Npositive
914pos_916Tyr-C6:0O-SulfotyrosineCWRCPUJCLXNYLVCIQHWLTYGMYQQR-QMMMGPOBSA-Npositive
918pos_920PropionylcarnitinePropionylcarnitine CAR(3:0)UFAHZIUFPNSHSLUFAHZIUFPNSHSL-MRVPVSSYSA-Npositive
922pos_9247-Methylxanthine; LC-tDDA; CE207-MethylxanthinePFWLFWPASULGANPFWLFWPASULGAN-UHFFFAOYSA-Npositive
923pos_9257-Methylxanthine7-MethylxanthinePFWLFWPASULGANPFWLFWPASULGAN-UHFFFAOYSA-Npositive
940pos_9424-oxo-1H-quinoline-2-carboxylic acidKynurenic acidHCZHHEIFKROPDYHCZHHEIFKROPDY-UHFFFAOYSA-Npositive
960pos_962\"N,N-DIMETHYL-ARGININE\"Symmetric | Asymmetric DimethylarginineYDGMGEXADBMOMJHVPFXCBJHIIJGS-LURJTMIESA-N | YDGMGEXADBMOMJ-L...positive
961pos_963NaN1-Methylpiperidine-2-carboxylic acid (N-methyl...NaNBPSLZWSRHTULGU-UHFFFAOYSA-Npositive
962pos_964NaN1-Methylpiperidine-2-carboxylic acid (N-methyl...NaNBPSLZWSRHTULGU-UHFFFAOYSA-Npositive
972pos_9741-Methylguanine7-MethylguanineRFLVMTUMFYRZCBFZWGECJQACGGTI-UHFFFAOYSA-Npositive
982pos_984PropionylcarnitinePropionylcarnitine CAR(3:0)UFAHZIUFPNSHSLUFAHZIUFPNSHSL-MRVPVSSYSA-Npositive
991pos_993N2_N2-DimethylguanosineN2,N2-DimethylguanosineRSPURTUNRHNVGFRSPURTUNRHNVGF-IOSLPCCCSA-Npositive
992pos_994N2_N2-DimethylguanosineN2,N2-DimethylguanosineRSPURTUNRHNVGFRSPURTUNRHNVGF-IOSLPCCCSA-Npositive
996pos_998METHYLTHIOADENOSINE5'-MethylthioadenosineWUUGFSXJNOTRMRWUUGFSXJNOTRMR-IOSLPCCCSA-Npositive
998pos_1000phenylacetylglutaminePhenylacetylglutamineJFLIEFSWGNOPJJJFLIEFSWGNOPJJ-JTQLQIEISA-Npositive
1009pos_1011N-Acetyl-L-arginineN-a-Acetyl-L-arginineSNEIUMQYRCDYCHSNEIUMQYRCDYCH-LURJTMIESA-Npositive
1011pos_1013NICOTINAMIDENiacinamideDFPAKSUCGFBDDFDFPAKSUCGFBDDF-UHFFFAOYSA-Npositive
1012pos_10147-Methylguanine; LC-tDDA; CE307-MethylguanineFZWGECJQACGGTIFZWGECJQACGGTI-UHFFFAOYSA-Npositive
1028pos_1030EiM07-16825TetrahydropentoxylineSPWALZPBOHMQGXLCHFAYIGHOVWSA-UHFFFAOYSA-Npositive
1043pos_1045NaNN1,N12-DiacetylspermineNaNNPDTUDWGJMBVEP-UHFFFAOYSA-Npositive
1044pos_10461,1-DIMETHYL-PROLINIUM1-Methylpiperidine-2-carboxylic acid (N-methyl...CMUNUTVVOOHQPWBPSLZWSRHTULGU-UHFFFAOYSA-Npositive
1046pos_1048AcetylcarnitineL-Acetylcarnitine CAR(2:0)RDHQFKQIGNGIEDRDHQFKQIGNGIED-MRVPVSSYSA-Npositive
1055pos_1057PropionylcarnitinePropionylcarnitine CAR(3:0)UFAHZIUFPNSHSLUFAHZIUFPNSHSL-MRVPVSSYSA-Npositive
1062pos_1064oxoguanine7-MethylxanthineGMSNIKWWOQHZGFPFWLFWPASULGAN-UHFFFAOYSA-Npositive
1090pos_1092TRIGONELLINETrigonellineWWNNZCOKKKDOPXWWNNZCOKKKDOPX-UHFFFAOYSA-Npositive
1092pos_1094Acetyl-L-CarnitineL-Acetylcarnitine CAR(2:0)RDHQFKQIGNGIEDRDHQFKQIGNGIED-MRVPVSSYSA-Npositive
1115pos_1117NaNPyrallineNaNVTYFITADLSVOAS-UHFFFAOYSA-Npositive
1116pos_1118ButyrylcarnitineButyrylcarnitine CAR(4:0)QWYFHHGCZUCMBNQWYFHHGCZUCMBN-SECBINFHSA-Npositive
1117pos_1119ButyrylcarnitineButyrylcarnitine CAR(4:0)QWYFHHGCZUCMBNQWYFHHGCZUCMBN-SECBINFHSA-Npositive
1119pos_1121NaNPyrallineNaNVTYFITADLSVOAS-UHFFFAOYSA-Npositive
1120pos_1122ParacetamolAcetaminophenRZVAJINKPMORJFRZVAJINKPMORJF-UHFFFAOYSA-Npositive
1123pos_1125AbrineTryptophanCZCIKBSVHDNIDHQIVBCDIJIAJPQS-VIFPVBQESA-Npositive
1127pos_1129TheophyllineTheophyllineZFXYFBGIUFBOJWZFXYFBGIUFBOJW-UHFFFAOYSA-Npositive
1132pos_1134KynurenateKynurenic acidHCZHHEIFKROPDYHCZHHEIFKROPDY-UHFFFAOYSA-Npositive
1140pos_1143RiboflavinRiboflavin (vit B2)AUNGANRZJHBGPYAUNGANRZJHBGPY-SCRDCRAPSA-Npositive
1174pos_1177NaN5-Hydroxy-L-tryptophanNaNLDCYZAJDBXYCGN-VIFPVBQESA-Npositive
1182pos_1185ButyrylcarnitineButyrylcarnitine CAR(4:0)QWYFHHGCZUCMBNQWYFHHGCZUCMBN-SECBINFHSA-Npositive
1185pos_1188L-TryptophanTryptophanQIVBCDIJIAJPQSQIVBCDIJIAJPQS-VIFPVBQESA-Npositive
1189pos_11922-MethylquinolineTryptamineSMUQFGGVLNAIOZAPJYDQYYACXCRM-UHFFFAOYSA-Npositive
1195pos_1198CaffeineCaffeineRYYVLZVUVIJVGHRYYVLZVUVIJVGH-UHFFFAOYSA-Npositive
1198pos_1201NaNPhenylacetylglutamineNaNJFLIEFSWGNOPJJ-JTQLQIEISA-Npositive
1243pos_12461,1-DIMETHYL-PROLINIUM1-Methylpiperidine-2-carboxylic acid (N-methyl...CMUNUTVVOOHQPWBPSLZWSRHTULGU-UHFFFAOYSA-Npositive
1250pos_12531-METHYLXANTHINE7-MethylxanthineMVOYJPOZRLFTCPPFWLFWPASULGAN-UHFFFAOYSA-Npositive
1255pos_1258L-TryptophanTryptophanQIVBCDIJIAJPQSQIVBCDIJIAJPQS-VIFPVBQESA-Npositive
1258pos_12612-MethylquinolineTryptamineSMUQFGGVLNAIOZAPJYDQYYACXCRM-UHFFFAOYSA-Npositive
1332pos_13352(E)-octenoyl-L-carnitine2-Octenoylcarnitine CAR(8:1)LOSHAHDSFZXVCTLOSHAHDSFZXVCT-LXKVQUBZSA-Npositive
1368pos_13712(E)-octenoyl-L-carnitine2-Octenoylcarnitine CAR(8:1)LOSHAHDSFZXVCTLOSHAHDSFZXVCT-LXKVQUBZSA-Npositive
1434pos_1437PrednisoloneCortisoneOIGNJSKKLXVSLSMFYSYFVPBJMHGN-ZPOLXVRWSA-Npositive
1435pos_1438PrednisoloneCortisoneOIGNJSKKLXVSLSMFYSYFVPBJMHGN-ZPOLXVRWSA-Npositive
1594neg_3CITRIC ACIDIsocitric acidKRKNYBCHXYNGOXODBLHEXUDAPZAU-UHFFFAOYSA-Nnegative
1599neg_8N-Acetyl-carnosine; LC-tDDA; CE20N-acetyl-L-carnosineBKAYIFDRRZZKNFBKAYIFDRRZZKNF-SECBINFHSA-Nnegative
1601neg_10N-ACETYL-L-ASPARTIC ACIDN-Acetylaspartic acidOTCCIMWXFLJLIAOTCCIMWXFLJLIA-BYPYZUCNSA-Nnegative
1607neg_16NaNPyroglutamic acidNaNODHCTXKNWHHXJC-VKHMYHEASA-Nnegative
1608neg_17TRANS-ACONITATECis-aconitic acidGTZCVFVGUGFEMEGTZCVFVGUGFEME-IWQZZHSRSA-Nnegative
1609neg_18Propane-1,2,3-tricarboxylic acid1,2,3-Propanetricarboxylic acidKQTIIICEAUMSDGKQTIIICEAUMSDG-UHFFFAOYSA-Nnegative
1627neg_36P-CRESOL SULFATEp-Cresol sulfateWGNAKZGUSRVWRHWGNAKZGUSRVWRH-UHFFFAOYSA-Nnegative
1641neg_50Citric acidCitric acidKRKNYBCHXYNGOXKRKNYBCHXYNGOX-UHFFFAOYSA-Nnegative
1643neg_52Uric acidUric acidLEHOTFFKMJEONLLEHOTFFKMJEONL-UHFFFAOYSA-Nnegative
1646neg_555-OXO-D-PROLINEPyroglutamic acidODHCTXKNWHHXJCODHCTXKNWHHXJC-VKHMYHEASA-Nnegative
1647neg_56cis-Aconitic acidCis-aconitic acidGTZCVFVGUGFEMEGTZCVFVGUGFEME-IWQZZHSRSA-Nnegative
1654neg_63NaNDopamine 3-O-sulfateNaNNZKRYJGNYPYXJZ-UHFFFAOYSA-Nnegative
1665neg_74DL-4-Hydroxy-3-methoxymandelic acidVanillylmandelic acidCGQCWMIAEPEHNQCGQCWMIAEPEHNQ-QMMMGPOBSA-Nnegative
1673neg_824-Acetamidophenol sulfateAcetaminophen SulfateIGTYILLPRJOVFYIGTYILLPRJOVFY-UHFFFAOYSA-Nnegative
1684neg_93m-Hydroxyhippuric acid3-Hydroxyhippuric acidXDOFWFNMYJRHEWXDOFWFNMYJRHEW-UHFFFAOYSA-Nnegative
1687neg_961,3,7-TRIMETHYLURIC ACID1,3,7-Trimethyluric acidBYXCFUMGEBZDDIBYXCFUMGEBZDDI-UHFFFAOYSA-Nnegative
1698neg_1073-Methyladipic acidPimelic acidSYEOWUNSTUDKGMWLJVNTCWHIRURA-UHFFFAOYSA-Nnegative
1711neg_120Suberic acidSuberic acidTYFQFVWCELRYAOTYFQFVWCELRYAO-UHFFFAOYSA-Nnegative
1716neg_125Azelaic acidAzelaic AcidBDJRBEYXGGNYISBDJRBEYXGGNYIS-UHFFFAOYSA-Nnegative
1726neg_135N-Acetyl-carnosine; LC-tDDA; CE20N-acetyl-L-carnosineBKAYIFDRRZZKNFBKAYIFDRRZZKNF-SECBINFHSA-Nnegative
1742neg_151NaNDopamine 3-O-sulfateNaNNZKRYJGNYPYXJZ-UHFFFAOYSA-Nnegative
1749neg_158AcesulfameAcesulfameYGCFIWIQZPHFLUYGCFIWIQZPHFLU-UHFFFAOYSA-Nnegative
1754neg_163N-IsobutyrylglycineIsobutyrylglycineDCICDMMXFIELDFDCICDMMXFIELDF-UHFFFAOYSA-Nnegative
1759neg_168NaNPantothenic acidNaNGHOKWGTUZJEAQD-ZETCQYMHSA-Nnegative
1775neg_1841,3,7-TRIMETHYLURIC ACID1,3,7-Trimethyluric acidBYXCFUMGEBZDDIBYXCFUMGEBZDDI-UHFFFAOYSA-Nnegative
1806neg_2152377Suberic acidDKMROQRQHGEIOWTYFQFVWCELRYAO-UHFFFAOYSA-Nnegative
1813neg_222AZELAIC ACIDAzelaic AcidBDJRBEYXGGNYISBDJRBEYXGGNYIS-UHFFFAOYSA-Nnegative
1821neg_230N-Acetyl-carnosine; LC-tDDA; CE20N-acetyl-L-carnosineBKAYIFDRRZZKNFBKAYIFDRRZZKNF-SECBINFHSA-Nnegative
1824neg_233Uric acidUric acidLEHOTFFKMJEONLLEHOTFFKMJEONL-UHFFFAOYSA-Nnegative
1832neg_2412465-59-0XanthineHXNFUBHNUDHIGCLRFVTYWOQMYALW-UHFFFAOYSA-Nnegative
1842neg_251XanthosineXanthosineUBORTCNDUKBEOPUBORTCNDUKBEOP-UUOKFMHZSA-Nnegative
1843neg_252AcesulfameAcesulfameYGCFIWIQZPHFLUYGCFIWIQZPHFLU-UHFFFAOYSA-Nnegative
1844neg_253Acetaminophen-glucuronide; LC-tDDA; CE20Acetaminophen GlucuronideIPROLSVTVHAQLEIPROLSVTVHAQLE-BYNIDDHOSA-Nnegative
1850neg_2594-Acetamidophenol sulfateAcetaminophen SulfateIGTYILLPRJOVFYIGTYILLPRJOVFY-UHFFFAOYSA-Nnegative
1859neg_2683-hydroxyhippuric acid3-Hydroxyhippuric acidXDOFWFNMYJRHEWXDOFWFNMYJRHEW-UHFFFAOYSA-Nnegative
1860neg_269THEOPHYLLINETheophyllineZFXYFBGIUFBOJWZFXYFBGIUFBOJW-UHFFFAOYSA-Nnegative
1863neg_2723-(4-Hydroxyphenyl)lactic acid3-(3-hydroxyphenyl)-3-hydroxypropionic acid (H...JVGVDSSUAVXRDYKHTAGVZHYUZYMF-UHFFFAOYSA-Nnegative
1864neg_2731,3,7-TRIMETHYLURIC ACID1,3,7-Trimethyluric acidBYXCFUMGEBZDDIBYXCFUMGEBZDDI-UHFFFAOYSA-Nnegative
1880neg_289Benzyl alcohol sulphatep-Cresol sulfateCZNJCCVKDVCRKFWGNAKZGUSRVWRH-UHFFFAOYSA-Nnegative
1887neg_296N-Acetyl-carnosine; LC-tDDA; CE20N-acetyl-L-carnosineBKAYIFDRRZZKNFBKAYIFDRRZZKNF-SECBINFHSA-Nnegative
1890neg_299Citric acidCitric acidKRKNYBCHXYNGOXKRKNYBCHXYNGOX-UHFFFAOYSA-Nnegative
1894neg_303XANTHINEXanthineLRFVTYWOQMYALWLRFVTYWOQMYALW-UHFFFAOYSA-Nnegative
1896neg_305NaNDopamine 3-O-sulfateNaNNZKRYJGNYPYXJZ-UHFFFAOYSA-Nnegative
1910neg_3194-Acetamidophenyl D-glucopyranosiduronic acidAcetaminophen GlucuronideIPROLSVTVHAQLEIPROLSVTVHAQLE-BYNIDDHOSA-Nnegative
1917neg_3264-Acetamidophenol sulfateAcetaminophen SulfateIGTYILLPRJOVFYIGTYILLPRJOVFY-UHFFFAOYSA-Nnegative
1925neg_334THEOPHYLLINETheophyllineZFXYFBGIUFBOJWZFXYFBGIUFBOJW-UHFFFAOYSA-Nnegative
1927neg_336PhenylsulfatePhenol sulfateCTYRPMDGLDAWRQCTYRPMDGLDAWRQ-UHFFFAOYSA-Nnegative
1947neg_356Uric acidUric acidLEHOTFFKMJEONLLEHOTFFKMJEONL-UHFFFAOYSA-Nnegative
1948neg_357Hypoxanthine; LC-tDDA; CE10HypoxanthineFDGQSTZJBFJUBTFDGQSTZJBFJUBT-UHFFFAOYSA-Nnegative
1952neg_361NaNDopamine 3-O-sulfateNaNNZKRYJGNYPYXJZ-UHFFFAOYSA-Nnegative
1958neg_367AcesulfameAcesulfameYGCFIWIQZPHFLUYGCFIWIQZPHFLU-UHFFFAOYSA-Nnegative
1982neg_391m-Hydroxyhippuric acid3-Hydroxyhippuric acidXDOFWFNMYJRHEWXDOFWFNMYJRHEW-UHFFFAOYSA-Nnegative
1988neg_397PhenylsulfatePhenol sulfateCTYRPMDGLDAWRQCTYRPMDGLDAWRQ-UHFFFAOYSA-Nnegative
1989neg_398N-Acetyl-L-valineN-IsovaleroylglycineIHYJTAOFMMMOPXZRQXMKMBBMNNQC-UHFFFAOYSA-Nnegative
2010neg_419p-Cresol sulfatep-Cresol sulfateWGNAKZGUSRVWRHWGNAKZGUSRVWRH-UHFFFAOYSA-Nnegative
2021neg_430Uric acidUric acidLEHOTFFKMJEONLLEHOTFFKMJEONL-UHFFFAOYSA-Nnegative
2023neg_432AcesulfameAcesulfameYGCFIWIQZPHFLUYGCFIWIQZPHFLU-UHFFFAOYSA-Nnegative
2034neg_443NaNPyrralineNaNVTYFITADLSVOAS-UHFFFAOYSA-Nnegative
2039neg_448SaccharinSaccharinCVHZOJJKTDOEJCCVHZOJJKTDOEJC-UHFFFAOYSA-Nnegative
2042neg_451TheophylineTheophyllineZFXYFBGIUFBOJWZFXYFBGIUFBOJW-UHFFFAOYSA-Nnegative
2048neg_457Indoxyl sulfate5-hydroxyindole sulfateBXFFHSIDQOFMLEYJRFFCVUYDRNTR-UHFFFAOYSA-Nnegative
2056neg_465Indoxyl sulfateIndoxyl sulfateBXFFHSIDQOFMLEBXFFHSIDQOFMLE-UHFFFAOYSA-Nnegative
2098neg_507Azelaic acidAzelaic AcidBDJRBEYXGGNYISBDJRBEYXGGNYIS-UHFFFAOYSA-Nnegative
2110neg_519NaNThymol SulfateNaNNODSEPOUFZPJEQ-UHFFFAOYSA-Nnegative
2117neg_526Uric acidUric acidLEHOTFFKMJEONLLEHOTFFKMJEONL-UHFFFAOYSA-Nnegative
2121neg_530AcesulfameAcesulfameYGCFIWIQZPHFLUYGCFIWIQZPHFLU-UHFFFAOYSA-Nnegative
2126neg_5354-Hydroxyhippuric acid4-Hydroxyhippuric acidZMHLUFWWWPBTIUZMHLUFWWWPBTIU-UHFFFAOYSA-Nnegative
2127neg_5361,7-DIMETHYLURIC ACID1,7-Dimethyluric acidNOFNCLGCUJJPKUNOFNCLGCUJJPKU-UHFFFAOYSA-Nnegative
2129neg_538SaccharinSaccharinCVHZOJJKTDOEJCCVHZOJJKTDOEJC-UHFFFAOYSA-Nnegative
2135neg_544PhenylsulfatePhenol sulfateCTYRPMDGLDAWRQCTYRPMDGLDAWRQ-UHFFFAOYSA-Nnegative
2136neg_545Indoxyl sulfate5-hydroxyindole sulfateBXFFHSIDQOFMLEYJRFFCVUYDRNTR-UHFFFAOYSA-Nnegative
2142neg_551Indoxyl sulfateIndoxyl sulfateBXFFHSIDQOFMLEBXFFHSIDQOFMLE-UHFFFAOYSA-Nnegative
2170neg_579O-HYDROXYHIPPURIC ACIDSalicyluric acidONJSZLXSECQROLONJSZLXSECQROL-UHFFFAOYSA-Nnegative
2208neg_617Dehydroisoandrosterone sulfateDehydroepiandrosterone SulfateCZWCKYRVOZZJNMCZWCKYRVOZZJNM-USOAJAOKSA-Nnegative
2213neg_622Uric acidUric acidLEHOTFFKMJEONLLEHOTFFKMJEONL-UHFFFAOYSA-Nnegative
2215neg_624AcesulfameAcesulfameYGCFIWIQZPHFLUYGCFIWIQZPHFLU-UHFFFAOYSA-Nnegative
2217neg_6264-Acetamidophenol sulfateAcetaminophen SulfateIGTYILLPRJOVFYIGTYILLPRJOVFY-UHFFFAOYSA-Nnegative
2221neg_630PhenylsulfatePhenol sulfateCTYRPMDGLDAWRQCTYRPMDGLDAWRQ-UHFFFAOYSA-Nnegative
2226neg_635Indoxyl sulfateIndoxyl sulfateBXFFHSIDQOFMLEBXFFHSIDQOFMLE-UHFFFAOYSA-Nnegative
2275neg_684Azelaic acidAzelaic AcidBDJRBEYXGGNYISBDJRBEYXGGNYIS-UHFFFAOYSA-Nnegative
2299neg_708Dehydroisoandrosterone sulfateDehydroepiandrosterone SulfateCZWCKYRVOZZJNMCZWCKYRVOZZJNM-USOAJAOKSA-Nnegative
2311neg_720PhenylsulfatePhenol sulfateCTYRPMDGLDAWRQCTYRPMDGLDAWRQ-UHFFFAOYSA-Nnegative
2314neg_723INDOXYL SULFATEIndoxyl sulfateBXFFHSIDQOFMLEBXFFHSIDQOFMLE-UHFFFAOYSA-Nnegative
2330neg_739P-CRESOL GLUCURONIDEp-Cresol glucuronideJPAUCQAJHLSMQWJPAUCQAJHLSMQW-XPORZQOISA-Nnegative
2331neg_740alpha-Hydroxyhippuric acidSalicyluric acidGCWCVCCEIQXUQUONJSZLXSECQROL-UHFFFAOYSA-Nnegative
2343neg_752N-ACETYL-D-TRYPTOPHANN-AcetyltryptophanDZTHIGRZJZPRDVDZTHIGRZJZPRDV-LBPRGKRZSA-Nnegative
2389neg_798Dehydroisoandrosterone sulfateDehydroepiandrosterone SulfateCZWCKYRVOZZJNMCZWCKYRVOZZJNM-USOAJAOKSA-Nnegative
2397neg_806PhenylsulfatePhenol sulfateCTYRPMDGLDAWRQCTYRPMDGLDAWRQ-UHFFFAOYSA-Nnegative
2399neg_808INDOXYL SULFATEIndoxyl sulfateBXFFHSIDQOFMLEBXFFHSIDQOFMLE-UHFFFAOYSA-Nnegative
2432neg_841AZELAIC ACIDAzelaic AcidBDJRBEYXGGNYISBDJRBEYXGGNYIS-UHFFFAOYSA-Nnegative
2485neg_894Dehydroepiandrosterone sulfate; LC-tDDA; CE30Dehydroepiandrosterone SulfateCZWCKYRVOZZJNMCZWCKYRVOZZJNM-USOAJAOKSA-Nnegative
2498neg_907PhenylsulfatePhenol sulfateCTYRPMDGLDAWRQCTYRPMDGLDAWRQ-UHFFFAOYSA-Nnegative
2500neg_909Indoxyl sulfateIndoxyl sulfateBXFFHSIDQOFMLEBXFFHSIDQOFMLE-UHFFFAOYSA-Nnegative
2568neg_977NaNDehydroisoandrosterone 3-glucuronideNaNGLONBVCUAVPJFV-CLIRWHJISA-Nnegative
2578neg_987Dehydroisoandrosterone sulfateDehydroepiandrosterone SulfateCZWCKYRVOZZJNMCZWCKYRVOZZJNM-USOAJAOKSA-Nnegative
2589neg_998Indoxyl sulfateIndoxyl sulfateBXFFHSIDQOFMLEBXFFHSIDQOFMLE-UHFFFAOYSA-Nnegative
2646neg_1055Dehydroisoandrosterone sulfateDehydroepiandrosterone SulfateCZWCKYRVOZZJNMCZWCKYRVOZZJNM-USOAJAOKSA-Nnegative
2663neg_1072N-Choloylglycine CollisionEnergy:102040Glycocholic acidRFDAIACWWDREDCRFDAIACWWDREDC-FRVQLJSFSA-Nnegative
2679neg_1088Indoxyl sulfateIndoxyl sulfateBXFFHSIDQOFMLEBXFFHSIDQOFMLE-UHFFFAOYSA-Nnegative
2685neg_1094Benzyl alcohol sulphatep-Cresol sulfateCZNJCCVKDVCRKFWGNAKZGUSRVWRH-UHFFFAOYSA-Nnegative
2695neg_1104NaN4-EthylphenylsulfateNaNDWZGLEPNCRFCEP-UHFFFAOYSA-Nnegative
2750neg_1159NaN23-Norcholic acidNaNSHUYNJFEXPRUGR-RTCCEZQESA-Nnegative
2751neg_11603-Dehydrocholic acid7-Ketodeoxycholic acidOEKUSRBIIZNLHZRHCPKKNRWFXMAT-RRWYKFPJSA-Nnegative
2757neg_1166NaNPregnanediol-3-glucuronideNaNZFFFJLDTCLJDHL-JQYCEVDMSA-Nnegative
2768neg_1177P-CRESOL SULFATEp-Cresol sulfateWGNAKZGUSRVWRHWGNAKZGUSRVWRH-UHFFFAOYSA-Nnegative
2773neg_1182NaN4-EthylphenylsulfateNaNDWZGLEPNCRFCEP-UHFFFAOYSA-Nnegative
2800neg_1209Dehydroepiandrosterone sulfate; LC-tDDA; CE30Dehydroepiandrosterone SulfateCZWCKYRVOZZJNMCZWCKYRVOZZJNM-USOAJAOKSA-Nnegative
2814neg_1223NaNPregnanediol-3-glucuronideNaNZFFFJLDTCLJDHL-JQYCEVDMSA-Nnegative
2822neg_1231Cholic acid; LC-tDDA; CE30Cholic acid | Ursocholic acidBHQCQFFYRZLCQQBHQCQFFYRZLCQQ-OELDTZBJSA-N | BHQCQFFYRZLCQQ-U...negative
2828neg_1237P-CRESOL SULFATEp-Cresol sulfateWGNAKZGUSRVWRHWGNAKZGUSRVWRH-UHFFFAOYSA-Nnegative
2849neg_1258Dehydroepiandrosterone sulfate; LC-tDDA; CE30Dehydroepiandrosterone SulfateCZWCKYRVOZZJNMCZWCKYRVOZZJNM-USOAJAOKSA-Nnegative
2853neg_1262oroxindinPregnanediol-3-glucuronideLNOHXHDWGCMVCOZFFFJLDTCLJDHL-JQYCEVDMSA-Nnegative
2861neg_1270p-Cresol sulfatep-Cresol sulfateWGNAKZGUSRVWRHWGNAKZGUSRVWRH-UHFFFAOYSA-Nnegative
2878neg_1287Dehydroisoandrosterone sulfateDehydroepiandrosterone SulfateCZWCKYRVOZZJNMCZWCKYRVOZZJNM-USOAJAOKSA-Nnegative
2885neg_1294p-Cresol sulfatep-Cresol sulfateWGNAKZGUSRVWRHWGNAKZGUSRVWRH-UHFFFAOYSA-Nnegative
2902neg_1311Dehydroisoandrosterone sulfateDehydroepiandrosterone SulfateCZWCKYRVOZZJNMCZWCKYRVOZZJNM-USOAJAOKSA-Nnegative
\n", + "
" + ], + "text/plain": [ + " query_spectrum_nr analog_compound_name \\\n", + "5 pos_6 TRIGONELLINE \n", + "8 pos_9 Stachydrine (L-proline betaine) \n", + "10 pos_11 H-Pro-Hyp-OH \n", + "13 pos_14 ACETYL ARGININE \n", + "14 pos_15 ACETYL-CARNITINE \n", + "15 pos_16 NaN \n", + "30 pos_31 Succinoadenosine \n", + "41 pos_42 \"N,N-DIMETHYL-ARGININE\" \n", + "44 pos_45 1,1-DIMETHYL-PROLINIUM \n", + "45 pos_46 1,1-DIMETHYL-PROLINIUM \n", + "46 pos_47 4-GUANIDINOBUTANOATE \n", + "47 pos_48 4-GUANIDINOBUTANOATE \n", + "54 pos_55 NaN \n", + "74 pos_75 1-beta-D-Glucopyranosyl-L-tryptophan \n", + "77 pos_78 Butyrylcarnitine \n", + "89 pos_90 KYNURENIC ACID \n", + "118 pos_119 Tyr-C6:0 \n", + "122 pos_123 Propionylcarnitine \n", + "126 pos_127 7-Methylxanthine; LC-tDDA; CE20 \n", + "127 pos_128 7-Methylxanthine \n", + "144 pos_145 4-oxo-1H-quinoline-2-carboxylic acid \n", + "164 pos_165 \"N,N-DIMETHYL-ARGININE\" \n", + "165 pos_166 NaN \n", + "166 pos_167 NaN \n", + "176 pos_177 1-Methylguanine \n", + "186 pos_187 Propionylcarnitine \n", + "195 pos_196 N2_N2-Dimethylguanosine \n", + "196 pos_197 N2_N2-Dimethylguanosine \n", + "200 pos_201 METHYLTHIOADENOSINE \n", + "202 pos_203 phenylacetylglutamine \n", + "213 pos_214 N-Acetyl-L-arginine \n", + "215 pos_216 NICOTINAMIDE \n", + "216 pos_217 7-Methylguanine; LC-tDDA; CE30 \n", + "232 pos_233 EiM07-16825 \n", + "247 pos_248 NaN \n", + "248 pos_249 1,1-DIMETHYL-PROLINIUM \n", + "250 pos_251 Acetylcarnitine \n", + "259 pos_260 Propionylcarnitine \n", + "266 pos_267 oxoguanine \n", + "294 pos_295 TRIGONELLINE \n", + "296 pos_297 Acetyl-L-Carnitine \n", + "319 pos_320 NaN \n", + "320 pos_321 Butyrylcarnitine \n", + "321 pos_322 Butyrylcarnitine \n", + "323 pos_324 NaN \n", + "324 pos_325 Paracetamol \n", + "327 pos_328 Abrine \n", + "331 pos_332 Theophylline \n", + "336 pos_337 Kynurenate \n", + "344 pos_346 Riboflavin \n", + "378 pos_380 NaN \n", + "386 pos_388 Butyrylcarnitine \n", + "389 pos_391 L-Tryptophan \n", + "393 pos_395 2-Methylquinoline \n", + "399 pos_401 Caffeine \n", + "402 pos_404 NaN \n", + "447 pos_449 1,1-DIMETHYL-PROLINIUM \n", + "454 pos_456 1-METHYLXANTHINE \n", + "459 pos_461 L-Tryptophan \n", + "462 pos_464 2-Methylquinoline \n", + "536 pos_538 2(E)-octenoyl-L-carnitine \n", + "572 pos_574 2(E)-octenoyl-L-carnitine \n", + "638 pos_640 Prednisolone \n", + "639 pos_641 Prednisolone \n", + "801 pos_803 TRIGONELLINE \n", + "804 pos_806 Stachydrine (L-proline betaine) \n", + "806 pos_808 H-Pro-Hyp-OH \n", + "809 pos_811 ACETYL ARGININE \n", + "810 pos_812 ACETYL-CARNITINE \n", + "811 pos_813 NaN \n", + "826 pos_828 Succinoadenosine \n", + "837 pos_839 \"N,N-DIMETHYL-ARGININE\" \n", + "840 pos_842 1,1-DIMETHYL-PROLINIUM \n", + "841 pos_843 1,1-DIMETHYL-PROLINIUM \n", + "842 pos_844 4-GUANIDINOBUTANOATE \n", + "843 pos_845 4-GUANIDINOBUTANOATE \n", + "850 pos_852 NaN \n", + "870 pos_872 1-beta-D-Glucopyranosyl-L-tryptophan \n", + "873 pos_875 Butyrylcarnitine \n", + "885 pos_887 KYNURENIC ACID \n", + "914 pos_916 Tyr-C6:0 \n", + "918 pos_920 Propionylcarnitine \n", + "922 pos_924 7-Methylxanthine; LC-tDDA; CE20 \n", + "923 pos_925 7-Methylxanthine \n", + "940 pos_942 4-oxo-1H-quinoline-2-carboxylic acid \n", + "960 pos_962 \"N,N-DIMETHYL-ARGININE\" \n", + "961 pos_963 NaN \n", + "962 pos_964 NaN \n", + "972 pos_974 1-Methylguanine \n", + "982 pos_984 Propionylcarnitine \n", + "991 pos_993 N2_N2-Dimethylguanosine \n", + "992 pos_994 N2_N2-Dimethylguanosine \n", + "996 pos_998 METHYLTHIOADENOSINE \n", + "998 pos_1000 phenylacetylglutamine \n", + "1009 pos_1011 N-Acetyl-L-arginine \n", + "1011 pos_1013 NICOTINAMIDE \n", + "1012 pos_1014 7-Methylguanine; LC-tDDA; CE30 \n", + "1028 pos_1030 EiM07-16825 \n", + "1043 pos_1045 NaN \n", + "1044 pos_1046 1,1-DIMETHYL-PROLINIUM \n", + "1046 pos_1048 Acetylcarnitine \n", + "1055 pos_1057 Propionylcarnitine \n", + "1062 pos_1064 oxoguanine \n", + "1090 pos_1092 TRIGONELLINE \n", + "1092 pos_1094 Acetyl-L-Carnitine \n", + "1115 pos_1117 NaN \n", + "1116 pos_1118 Butyrylcarnitine \n", + "1117 pos_1119 Butyrylcarnitine \n", + "1119 pos_1121 NaN \n", + "1120 pos_1122 Paracetamol \n", + "1123 pos_1125 Abrine \n", + "1127 pos_1129 Theophylline \n", + "1132 pos_1134 Kynurenate \n", + "1140 pos_1143 Riboflavin \n", + "1174 pos_1177 NaN \n", + "1182 pos_1185 Butyrylcarnitine \n", + "1185 pos_1188 L-Tryptophan \n", + "1189 pos_1192 2-Methylquinoline \n", + "1195 pos_1198 Caffeine \n", + "1198 pos_1201 NaN \n", + "1243 pos_1246 1,1-DIMETHYL-PROLINIUM \n", + "1250 pos_1253 1-METHYLXANTHINE \n", + "1255 pos_1258 L-Tryptophan \n", + "1258 pos_1261 2-Methylquinoline \n", + "1332 pos_1335 2(E)-octenoyl-L-carnitine \n", + "1368 pos_1371 2(E)-octenoyl-L-carnitine \n", + "1434 pos_1437 Prednisolone \n", + "1435 pos_1438 Prednisolone \n", + "1594 neg_3 CITRIC ACID \n", + "1599 neg_8 N-Acetyl-carnosine; LC-tDDA; CE20 \n", + "1601 neg_10 N-ACETYL-L-ASPARTIC ACID \n", + "1607 neg_16 NaN \n", + "1608 neg_17 TRANS-ACONITATE \n", + "1609 neg_18 Propane-1,2,3-tricarboxylic acid \n", + "1627 neg_36 P-CRESOL SULFATE \n", + "1641 neg_50 Citric acid \n", + "1643 neg_52 Uric acid \n", + "1646 neg_55 5-OXO-D-PROLINE \n", + "1647 neg_56 cis-Aconitic acid \n", + "1654 neg_63 NaN \n", + "1665 neg_74 DL-4-Hydroxy-3-methoxymandelic acid \n", + "1673 neg_82 4-Acetamidophenol sulfate \n", + "1684 neg_93 m-Hydroxyhippuric acid \n", + "1687 neg_96 1,3,7-TRIMETHYLURIC ACID \n", + "1698 neg_107 3-Methyladipic acid \n", + "1711 neg_120 Suberic acid \n", + "1716 neg_125 Azelaic acid \n", + "1726 neg_135 N-Acetyl-carnosine; LC-tDDA; CE20 \n", + "1742 neg_151 NaN \n", + "1749 neg_158 Acesulfame \n", + "1754 neg_163 N-Isobutyrylglycine \n", + "1759 neg_168 NaN \n", + "1775 neg_184 1,3,7-TRIMETHYLURIC ACID \n", + "1806 neg_215 2377 \n", + "1813 neg_222 AZELAIC ACID \n", + "1821 neg_230 N-Acetyl-carnosine; LC-tDDA; CE20 \n", + "1824 neg_233 Uric acid \n", + "1832 neg_241 2465-59-0 \n", + "1842 neg_251 Xanthosine \n", + "1843 neg_252 Acesulfame \n", + "1844 neg_253 Acetaminophen-glucuronide; LC-tDDA; CE20 \n", + "1850 neg_259 4-Acetamidophenol sulfate \n", + "1859 neg_268 3-hydroxyhippuric acid \n", + "1860 neg_269 THEOPHYLLINE \n", + "1863 neg_272 3-(4-Hydroxyphenyl)lactic acid \n", + "1864 neg_273 1,3,7-TRIMETHYLURIC ACID \n", + "1880 neg_289 Benzyl alcohol sulphate \n", + "1887 neg_296 N-Acetyl-carnosine; LC-tDDA; CE20 \n", + "1890 neg_299 Citric acid \n", + "1894 neg_303 XANTHINE \n", + "1896 neg_305 NaN \n", + "1910 neg_319 4-Acetamidophenyl D-glucopyranosiduronic acid \n", + "1917 neg_326 4-Acetamidophenol sulfate \n", + "1925 neg_334 THEOPHYLLINE \n", + "1927 neg_336 Phenylsulfate \n", + "1947 neg_356 Uric acid \n", + "1948 neg_357 Hypoxanthine; LC-tDDA; CE10 \n", + "1952 neg_361 NaN \n", + "1958 neg_367 Acesulfame \n", + "1982 neg_391 m-Hydroxyhippuric acid \n", + "1988 neg_397 Phenylsulfate \n", + "1989 neg_398 N-Acetyl-L-valine \n", + "2010 neg_419 p-Cresol sulfate \n", + "2021 neg_430 Uric acid \n", + "2023 neg_432 Acesulfame \n", + "2034 neg_443 NaN \n", + "2039 neg_448 Saccharin \n", + "2042 neg_451 Theophyline \n", + "2048 neg_457 Indoxyl sulfate \n", + "2056 neg_465 Indoxyl sulfate \n", + "2098 neg_507 Azelaic acid \n", + "2110 neg_519 NaN \n", + "2117 neg_526 Uric acid \n", + "2121 neg_530 Acesulfame \n", + "2126 neg_535 4-Hydroxyhippuric acid \n", + "2127 neg_536 1,7-DIMETHYLURIC ACID \n", + "2129 neg_538 Saccharin \n", + "2135 neg_544 Phenylsulfate \n", + "2136 neg_545 Indoxyl sulfate \n", + "2142 neg_551 Indoxyl sulfate \n", + "2170 neg_579 O-HYDROXYHIPPURIC ACID \n", + "2208 neg_617 Dehydroisoandrosterone sulfate \n", + "2213 neg_622 Uric acid \n", + "2215 neg_624 Acesulfame \n", + "2217 neg_626 4-Acetamidophenol sulfate \n", + "2221 neg_630 Phenylsulfate \n", + "2226 neg_635 Indoxyl sulfate \n", + "2275 neg_684 Azelaic acid \n", + "2299 neg_708 Dehydroisoandrosterone sulfate \n", + "2311 neg_720 Phenylsulfate \n", + "2314 neg_723 INDOXYL SULFATE \n", + "2330 neg_739 P-CRESOL GLUCURONIDE \n", + "2331 neg_740 alpha-Hydroxyhippuric acid \n", + "2343 neg_752 N-ACETYL-D-TRYPTOPHAN \n", + "2389 neg_798 Dehydroisoandrosterone sulfate \n", + "2397 neg_806 Phenylsulfate \n", + "2399 neg_808 INDOXYL SULFATE \n", + "2432 neg_841 AZELAIC ACID \n", + "2485 neg_894 Dehydroepiandrosterone sulfate; LC-tDDA; CE30 \n", + "2498 neg_907 Phenylsulfate \n", + "2500 neg_909 Indoxyl sulfate \n", + "2568 neg_977 NaN \n", + "2578 neg_987 Dehydroisoandrosterone sulfate \n", + "2589 neg_998 Indoxyl sulfate \n", + "2646 neg_1055 Dehydroisoandrosterone sulfate \n", + "2663 neg_1072 N-Choloylglycine CollisionEnergy:102040 \n", + "2679 neg_1088 Indoxyl sulfate \n", + "2685 neg_1094 Benzyl alcohol sulphate \n", + "2695 neg_1104 NaN \n", + "2750 neg_1159 NaN \n", + "2751 neg_1160 3-Dehydrocholic acid \n", + "2757 neg_1166 NaN \n", + "2768 neg_1177 P-CRESOL SULFATE \n", + "2773 neg_1182 NaN \n", + "2800 neg_1209 Dehydroepiandrosterone sulfate; LC-tDDA; CE30 \n", + "2814 neg_1223 NaN \n", + "2822 neg_1231 Cholic acid; LC-tDDA; CE30 \n", + "2828 neg_1237 P-CRESOL SULFATE \n", + "2849 neg_1258 Dehydroepiandrosterone sulfate; LC-tDDA; CE30 \n", + "2853 neg_1262 oroxindin \n", + "2861 neg_1270 p-Cresol sulfate \n", + "2878 neg_1287 Dehydroisoandrosterone sulfate \n", + "2885 neg_1294 p-Cresol sulfate \n", + "2902 neg_1311 Dehydroisoandrosterone sulfate \n", + "\n", + " elena_compound_name inchikey \\\n", + "5 Trigonelline WWNNZCOKKKDOPX \n", + "8 1-Methylpiperidine-2-carboxylic acid (N-methyl... CMUNUTVVOOHQPW \n", + "10 Prolylhydroxyproline ONPXCLZMBSJLSP \n", + "13 N-a-Acetyl-L-arginine SNEIUMQYRCDYCH \n", + "14 L-Acetylcarnitine CAR(2:0) RDHQFKQIGNGIED \n", + "15 Citric acid NaN \n", + "30 Succinyladenosine VKGZCEJTCKHMRL \n", + "41 Symmetric | Asymmetric Dimethylarginine YDGMGEXADBMOMJ \n", + "44 1-Methylpiperidine-2-carboxylic acid (N-methyl... CMUNUTVVOOHQPW \n", + "45 1-Methylpiperidine-2-carboxylic acid (N-methyl... CMUNUTVVOOHQPW \n", + "46 4-Guanidinobutanoic acid TUHVEAJXIMEOSA \n", + "47 4-Guanidinobutanoic acid TUHVEAJXIMEOSA \n", + "54 Citric acid NaN \n", + "74 Tetrahydropentoxyline ZHBHZDMTVVJASV \n", + "77 Butyrylcarnitine CAR(4:0) QWYFHHGCZUCMBN \n", + "89 Kynurenic acid HCZHHEIFKROPDY \n", + "118 O-Sulfotyrosine CWRCPUJCLXNYLV \n", + "122 Propionylcarnitine CAR(3:0) UFAHZIUFPNSHSL \n", + "126 7-Methylxanthine PFWLFWPASULGAN \n", + "127 7-Methylxanthine PFWLFWPASULGAN \n", + "144 Kynurenic acid HCZHHEIFKROPDY \n", + "164 Symmetric | Asymmetric Dimethylarginine YDGMGEXADBMOMJ \n", + "165 1-Methylpiperidine-2-carboxylic acid (N-methyl... NaN \n", + "166 1-Methylpiperidine-2-carboxylic acid (N-methyl... NaN \n", + "176 7-Methylguanine RFLVMTUMFYRZCB \n", + "186 Propionylcarnitine CAR(3:0) UFAHZIUFPNSHSL \n", + "195 N2,N2-Dimethylguanosine RSPURTUNRHNVGF \n", + "196 N2,N2-Dimethylguanosine RSPURTUNRHNVGF \n", + "200 5'-Methylthioadenosine WUUGFSXJNOTRMR \n", + "202 Phenylacetylglutamine JFLIEFSWGNOPJJ \n", + "213 N-a-Acetyl-L-arginine SNEIUMQYRCDYCH \n", + "215 Niacinamide DFPAKSUCGFBDDF \n", + "216 7-Methylguanine FZWGECJQACGGTI \n", + "232 Tetrahydropentoxyline SPWALZPBOHMQGX \n", + "247 N1,N12-Diacetylspermine NaN \n", + "248 1-Methylpiperidine-2-carboxylic acid (N-methyl... CMUNUTVVOOHQPW \n", + "250 L-Acetylcarnitine CAR(2:0) RDHQFKQIGNGIED \n", + "259 Propionylcarnitine CAR(3:0) UFAHZIUFPNSHSL \n", + "266 7-Methylxanthine GMSNIKWWOQHZGF \n", + "294 Trigonelline WWNNZCOKKKDOPX \n", + "296 L-Acetylcarnitine CAR(2:0) RDHQFKQIGNGIED \n", + "319 Pyralline NaN \n", + "320 Butyrylcarnitine CAR(4:0) QWYFHHGCZUCMBN \n", + "321 Butyrylcarnitine CAR(4:0) QWYFHHGCZUCMBN \n", + "323 Pyralline NaN \n", + "324 Acetaminophen RZVAJINKPMORJF \n", + "327 Tryptophan CZCIKBSVHDNIDH \n", + "331 Theophylline ZFXYFBGIUFBOJW \n", + "336 Kynurenic acid HCZHHEIFKROPDY \n", + "344 Riboflavin (vit B2) AUNGANRZJHBGPY \n", + "378 5-Hydroxy-L-tryptophan NaN \n", + "386 Butyrylcarnitine CAR(4:0) QWYFHHGCZUCMBN \n", + "389 Tryptophan QIVBCDIJIAJPQS \n", + "393 Tryptamine SMUQFGGVLNAIOZ \n", + "399 Caffeine RYYVLZVUVIJVGH \n", + "402 Phenylacetylglutamine NaN \n", + "447 1-Methylpiperidine-2-carboxylic acid (N-methyl... CMUNUTVVOOHQPW \n", + "454 7-Methylxanthine MVOYJPOZRLFTCP \n", + "459 Tryptophan QIVBCDIJIAJPQS \n", + "462 Tryptamine SMUQFGGVLNAIOZ \n", + "536 2-Octenoylcarnitine CAR(8:1) LOSHAHDSFZXVCT \n", + "572 2-Octenoylcarnitine CAR(8:1) LOSHAHDSFZXVCT \n", + "638 Cortisone OIGNJSKKLXVSLS \n", + "639 Cortisone OIGNJSKKLXVSLS \n", + "801 Trigonelline WWNNZCOKKKDOPX \n", + "804 1-Methylpiperidine-2-carboxylic acid (N-methyl... CMUNUTVVOOHQPW \n", + "806 Prolylhydroxyproline ONPXCLZMBSJLSP \n", + "809 N-a-Acetyl-L-arginine SNEIUMQYRCDYCH \n", + "810 L-Acetylcarnitine CAR(2:0) RDHQFKQIGNGIED \n", + "811 Citric acid NaN \n", + "826 Succinyladenosine VKGZCEJTCKHMRL \n", + "837 Symmetric | Asymmetric Dimethylarginine YDGMGEXADBMOMJ \n", + "840 1-Methylpiperidine-2-carboxylic acid (N-methyl... CMUNUTVVOOHQPW \n", + "841 1-Methylpiperidine-2-carboxylic acid (N-methyl... CMUNUTVVOOHQPW \n", + "842 4-Guanidinobutanoic acid TUHVEAJXIMEOSA \n", + "843 4-Guanidinobutanoic acid TUHVEAJXIMEOSA \n", + "850 Citric acid NaN \n", + "870 Tetrahydropentoxyline ZHBHZDMTVVJASV \n", + "873 Butyrylcarnitine CAR(4:0) QWYFHHGCZUCMBN \n", + "885 Kynurenic acid HCZHHEIFKROPDY \n", + "914 O-Sulfotyrosine CWRCPUJCLXNYLV \n", + "918 Propionylcarnitine CAR(3:0) UFAHZIUFPNSHSL \n", + "922 7-Methylxanthine PFWLFWPASULGAN \n", + "923 7-Methylxanthine PFWLFWPASULGAN \n", + "940 Kynurenic acid HCZHHEIFKROPDY \n", + "960 Symmetric | Asymmetric Dimethylarginine YDGMGEXADBMOMJ \n", + "961 1-Methylpiperidine-2-carboxylic acid (N-methyl... NaN \n", + "962 1-Methylpiperidine-2-carboxylic acid (N-methyl... NaN \n", + "972 7-Methylguanine RFLVMTUMFYRZCB \n", + "982 Propionylcarnitine CAR(3:0) UFAHZIUFPNSHSL \n", + "991 N2,N2-Dimethylguanosine RSPURTUNRHNVGF \n", + "992 N2,N2-Dimethylguanosine RSPURTUNRHNVGF \n", + "996 5'-Methylthioadenosine WUUGFSXJNOTRMR \n", + "998 Phenylacetylglutamine JFLIEFSWGNOPJJ \n", + "1009 N-a-Acetyl-L-arginine SNEIUMQYRCDYCH \n", + "1011 Niacinamide DFPAKSUCGFBDDF \n", + "1012 7-Methylguanine FZWGECJQACGGTI \n", + "1028 Tetrahydropentoxyline SPWALZPBOHMQGX \n", + "1043 N1,N12-Diacetylspermine NaN \n", + "1044 1-Methylpiperidine-2-carboxylic acid (N-methyl... CMUNUTVVOOHQPW \n", + "1046 L-Acetylcarnitine CAR(2:0) RDHQFKQIGNGIED \n", + "1055 Propionylcarnitine CAR(3:0) UFAHZIUFPNSHSL \n", + "1062 7-Methylxanthine GMSNIKWWOQHZGF \n", + "1090 Trigonelline WWNNZCOKKKDOPX \n", + "1092 L-Acetylcarnitine CAR(2:0) RDHQFKQIGNGIED \n", + "1115 Pyralline NaN \n", + "1116 Butyrylcarnitine CAR(4:0) QWYFHHGCZUCMBN \n", + "1117 Butyrylcarnitine CAR(4:0) QWYFHHGCZUCMBN \n", + "1119 Pyralline NaN \n", + "1120 Acetaminophen RZVAJINKPMORJF \n", + "1123 Tryptophan CZCIKBSVHDNIDH \n", + "1127 Theophylline ZFXYFBGIUFBOJW \n", + "1132 Kynurenic acid HCZHHEIFKROPDY \n", + "1140 Riboflavin (vit B2) AUNGANRZJHBGPY \n", + "1174 5-Hydroxy-L-tryptophan NaN \n", + "1182 Butyrylcarnitine CAR(4:0) QWYFHHGCZUCMBN \n", + "1185 Tryptophan QIVBCDIJIAJPQS \n", + "1189 Tryptamine SMUQFGGVLNAIOZ \n", + "1195 Caffeine RYYVLZVUVIJVGH \n", + "1198 Phenylacetylglutamine NaN \n", + "1243 1-Methylpiperidine-2-carboxylic acid (N-methyl... CMUNUTVVOOHQPW \n", + "1250 7-Methylxanthine MVOYJPOZRLFTCP \n", + "1255 Tryptophan QIVBCDIJIAJPQS \n", + "1258 Tryptamine SMUQFGGVLNAIOZ \n", + "1332 2-Octenoylcarnitine CAR(8:1) LOSHAHDSFZXVCT \n", + "1368 2-Octenoylcarnitine CAR(8:1) LOSHAHDSFZXVCT \n", + "1434 Cortisone OIGNJSKKLXVSLS \n", + "1435 Cortisone OIGNJSKKLXVSLS \n", + "1594 Isocitric acid KRKNYBCHXYNGOX \n", + "1599 N-acetyl-L-carnosine BKAYIFDRRZZKNF \n", + "1601 N-Acetylaspartic acid OTCCIMWXFLJLIA \n", + "1607 Pyroglutamic acid NaN \n", + "1608 Cis-aconitic acid GTZCVFVGUGFEME \n", + "1609 1,2,3-Propanetricarboxylic acid KQTIIICEAUMSDG \n", + "1627 p-Cresol sulfate WGNAKZGUSRVWRH \n", + "1641 Citric acid KRKNYBCHXYNGOX \n", + "1643 Uric acid LEHOTFFKMJEONL \n", + "1646 Pyroglutamic acid ODHCTXKNWHHXJC \n", + "1647 Cis-aconitic acid GTZCVFVGUGFEME \n", + "1654 Dopamine 3-O-sulfate NaN \n", + "1665 Vanillylmandelic acid CGQCWMIAEPEHNQ \n", + "1673 Acetaminophen Sulfate IGTYILLPRJOVFY \n", + "1684 3-Hydroxyhippuric acid XDOFWFNMYJRHEW \n", + "1687 1,3,7-Trimethyluric acid BYXCFUMGEBZDDI \n", + "1698 Pimelic acid SYEOWUNSTUDKGM \n", + "1711 Suberic acid TYFQFVWCELRYAO \n", + "1716 Azelaic Acid BDJRBEYXGGNYIS \n", + "1726 N-acetyl-L-carnosine BKAYIFDRRZZKNF \n", + "1742 Dopamine 3-O-sulfate NaN \n", + "1749 Acesulfame YGCFIWIQZPHFLU \n", + "1754 Isobutyrylglycine DCICDMMXFIELDF \n", + "1759 Pantothenic acid NaN \n", + "1775 1,3,7-Trimethyluric acid BYXCFUMGEBZDDI \n", + "1806 Suberic acid DKMROQRQHGEIOW \n", + "1813 Azelaic Acid BDJRBEYXGGNYIS \n", + "1821 N-acetyl-L-carnosine BKAYIFDRRZZKNF \n", + "1824 Uric acid LEHOTFFKMJEONL \n", + "1832 Xanthine HXNFUBHNUDHIGC \n", + "1842 Xanthosine UBORTCNDUKBEOP \n", + "1843 Acesulfame YGCFIWIQZPHFLU \n", + "1844 Acetaminophen Glucuronide IPROLSVTVHAQLE \n", + "1850 Acetaminophen Sulfate IGTYILLPRJOVFY \n", + "1859 3-Hydroxyhippuric acid XDOFWFNMYJRHEW \n", + "1860 Theophylline ZFXYFBGIUFBOJW \n", + "1863 3-(3-hydroxyphenyl)-3-hydroxypropionic acid (H... JVGVDSSUAVXRDY \n", + "1864 1,3,7-Trimethyluric acid BYXCFUMGEBZDDI \n", + "1880 p-Cresol sulfate CZNJCCVKDVCRKF \n", + "1887 N-acetyl-L-carnosine BKAYIFDRRZZKNF \n", + "1890 Citric acid KRKNYBCHXYNGOX \n", + "1894 Xanthine LRFVTYWOQMYALW \n", + "1896 Dopamine 3-O-sulfate NaN \n", + "1910 Acetaminophen Glucuronide IPROLSVTVHAQLE \n", + "1917 Acetaminophen Sulfate IGTYILLPRJOVFY \n", + "1925 Theophylline ZFXYFBGIUFBOJW \n", + "1927 Phenol sulfate CTYRPMDGLDAWRQ \n", + "1947 Uric acid LEHOTFFKMJEONL \n", + "1948 Hypoxanthine FDGQSTZJBFJUBT \n", + "1952 Dopamine 3-O-sulfate NaN \n", + "1958 Acesulfame YGCFIWIQZPHFLU \n", + "1982 3-Hydroxyhippuric acid XDOFWFNMYJRHEW \n", + "1988 Phenol sulfate CTYRPMDGLDAWRQ \n", + "1989 N-Isovaleroylglycine IHYJTAOFMMMOPX \n", + "2010 p-Cresol sulfate WGNAKZGUSRVWRH \n", + "2021 Uric acid LEHOTFFKMJEONL \n", + "2023 Acesulfame YGCFIWIQZPHFLU \n", + "2034 Pyrraline NaN \n", + "2039 Saccharin CVHZOJJKTDOEJC \n", + "2042 Theophylline ZFXYFBGIUFBOJW \n", + "2048 5-hydroxyindole sulfate BXFFHSIDQOFMLE \n", + "2056 Indoxyl sulfate BXFFHSIDQOFMLE \n", + "2098 Azelaic Acid BDJRBEYXGGNYIS \n", + "2110 Thymol Sulfate NaN \n", + "2117 Uric acid LEHOTFFKMJEONL \n", + "2121 Acesulfame YGCFIWIQZPHFLU \n", + "2126 4-Hydroxyhippuric acid ZMHLUFWWWPBTIU \n", + "2127 1,7-Dimethyluric acid NOFNCLGCUJJPKU \n", + "2129 Saccharin CVHZOJJKTDOEJC \n", + "2135 Phenol sulfate CTYRPMDGLDAWRQ \n", + "2136 5-hydroxyindole sulfate BXFFHSIDQOFMLE \n", + "2142 Indoxyl sulfate BXFFHSIDQOFMLE \n", + "2170 Salicyluric acid ONJSZLXSECQROL \n", + "2208 Dehydroepiandrosterone Sulfate CZWCKYRVOZZJNM \n", + "2213 Uric acid LEHOTFFKMJEONL \n", + "2215 Acesulfame YGCFIWIQZPHFLU \n", + "2217 Acetaminophen Sulfate IGTYILLPRJOVFY \n", + "2221 Phenol sulfate CTYRPMDGLDAWRQ \n", + "2226 Indoxyl sulfate BXFFHSIDQOFMLE \n", + "2275 Azelaic Acid BDJRBEYXGGNYIS \n", + "2299 Dehydroepiandrosterone Sulfate CZWCKYRVOZZJNM \n", + "2311 Phenol sulfate CTYRPMDGLDAWRQ \n", + "2314 Indoxyl sulfate BXFFHSIDQOFMLE \n", + "2330 p-Cresol glucuronide JPAUCQAJHLSMQW \n", + "2331 Salicyluric acid GCWCVCCEIQXUQU \n", + "2343 N-Acetyltryptophan DZTHIGRZJZPRDV \n", + "2389 Dehydroepiandrosterone Sulfate CZWCKYRVOZZJNM \n", + "2397 Phenol sulfate CTYRPMDGLDAWRQ \n", + "2399 Indoxyl sulfate BXFFHSIDQOFMLE \n", + "2432 Azelaic Acid BDJRBEYXGGNYIS \n", + "2485 Dehydroepiandrosterone Sulfate CZWCKYRVOZZJNM \n", + "2498 Phenol sulfate CTYRPMDGLDAWRQ \n", + "2500 Indoxyl sulfate BXFFHSIDQOFMLE \n", + "2568 Dehydroisoandrosterone 3-glucuronide NaN \n", + "2578 Dehydroepiandrosterone Sulfate CZWCKYRVOZZJNM \n", + "2589 Indoxyl sulfate BXFFHSIDQOFMLE \n", + "2646 Dehydroepiandrosterone Sulfate CZWCKYRVOZZJNM \n", + "2663 Glycocholic acid RFDAIACWWDREDC \n", + "2679 Indoxyl sulfate BXFFHSIDQOFMLE \n", + "2685 p-Cresol sulfate CZNJCCVKDVCRKF \n", + "2695 4-Ethylphenylsulfate NaN \n", + "2750 23-Norcholic acid NaN \n", + "2751 7-Ketodeoxycholic acid OEKUSRBIIZNLHZ \n", + "2757 Pregnanediol-3-glucuronide NaN \n", + "2768 p-Cresol sulfate WGNAKZGUSRVWRH \n", + "2773 4-Ethylphenylsulfate NaN \n", + "2800 Dehydroepiandrosterone Sulfate CZWCKYRVOZZJNM \n", + "2814 Pregnanediol-3-glucuronide NaN \n", + "2822 Cholic acid | Ursocholic acid BHQCQFFYRZLCQQ \n", + "2828 p-Cresol sulfate WGNAKZGUSRVWRH \n", + "2849 Dehydroepiandrosterone Sulfate CZWCKYRVOZZJNM \n", + "2853 Pregnanediol-3-glucuronide LNOHXHDWGCMVCO \n", + "2861 p-Cresol sulfate WGNAKZGUSRVWRH \n", + "2878 Dehydroepiandrosterone Sulfate CZWCKYRVOZZJNM \n", + "2885 p-Cresol sulfate WGNAKZGUSRVWRH \n", + "2902 Dehydroepiandrosterone Sulfate CZWCKYRVOZZJNM \n", + "\n", + " elena_inchikey ionmode \n", + "5 WWNNZCOKKKDOPX-UHFFFAOYSA-N positive \n", + "8 BPSLZWSRHTULGU-UHFFFAOYSA-N positive \n", + "10 ONPXCLZMBSJLSP-CSMHCCOUSA-N positive \n", + "13 SNEIUMQYRCDYCH-LURJTMIESA-N positive \n", + "14 RDHQFKQIGNGIED-MRVPVSSYSA-N positive \n", + "15 KRKNYBCHXYNGOX-UHFFFAOYSA-N positive \n", + "30 VKGZCEJTCKHMRL-VWJPMABRSA-N positive \n", + "41 HVPFXCBJHIIJGS-LURJTMIESA-N | YDGMGEXADBMOMJ-L... positive \n", + "44 BPSLZWSRHTULGU-UHFFFAOYSA-N positive \n", + "45 BPSLZWSRHTULGU-UHFFFAOYSA-N positive \n", + "46 TUHVEAJXIMEOSA-UHFFFAOYSA-N positive \n", + "47 TUHVEAJXIMEOSA-UHFFFAOYSA-N positive \n", + "54 KRKNYBCHXYNGOX-UHFFFAOYSA-N positive \n", + "74 LCHFAYIGHOVWSA-UHFFFAOYSA-N positive \n", + "77 QWYFHHGCZUCMBN-SECBINFHSA-N positive \n", + "89 HCZHHEIFKROPDY-UHFFFAOYSA-N positive \n", + "118 CIQHWLTYGMYQQR-QMMMGPOBSA-N positive \n", + "122 UFAHZIUFPNSHSL-MRVPVSSYSA-N positive \n", + "126 PFWLFWPASULGAN-UHFFFAOYSA-N positive \n", + "127 PFWLFWPASULGAN-UHFFFAOYSA-N positive \n", + "144 HCZHHEIFKROPDY-UHFFFAOYSA-N positive \n", + "164 HVPFXCBJHIIJGS-LURJTMIESA-N | YDGMGEXADBMOMJ-L... positive \n", + "165 BPSLZWSRHTULGU-UHFFFAOYSA-N positive \n", + "166 BPSLZWSRHTULGU-UHFFFAOYSA-N positive \n", + "176 FZWGECJQACGGTI-UHFFFAOYSA-N positive \n", + "186 UFAHZIUFPNSHSL-MRVPVSSYSA-N positive \n", + "195 RSPURTUNRHNVGF-IOSLPCCCSA-N positive \n", + "196 RSPURTUNRHNVGF-IOSLPCCCSA-N positive \n", + "200 WUUGFSXJNOTRMR-IOSLPCCCSA-N positive \n", + "202 JFLIEFSWGNOPJJ-JTQLQIEISA-N positive \n", + "213 SNEIUMQYRCDYCH-LURJTMIESA-N positive \n", + "215 DFPAKSUCGFBDDF-UHFFFAOYSA-N positive \n", + "216 FZWGECJQACGGTI-UHFFFAOYSA-N positive \n", + "232 LCHFAYIGHOVWSA-UHFFFAOYSA-N positive \n", + "247 NPDTUDWGJMBVEP-UHFFFAOYSA-N positive \n", + "248 BPSLZWSRHTULGU-UHFFFAOYSA-N positive \n", + "250 RDHQFKQIGNGIED-MRVPVSSYSA-N positive \n", + "259 UFAHZIUFPNSHSL-MRVPVSSYSA-N positive \n", + "266 PFWLFWPASULGAN-UHFFFAOYSA-N positive \n", + "294 WWNNZCOKKKDOPX-UHFFFAOYSA-N positive \n", + "296 RDHQFKQIGNGIED-MRVPVSSYSA-N positive \n", + "319 VTYFITADLSVOAS-UHFFFAOYSA-N positive \n", + "320 QWYFHHGCZUCMBN-SECBINFHSA-N positive \n", + "321 QWYFHHGCZUCMBN-SECBINFHSA-N positive \n", + "323 VTYFITADLSVOAS-UHFFFAOYSA-N positive \n", + "324 RZVAJINKPMORJF-UHFFFAOYSA-N positive \n", + "327 QIVBCDIJIAJPQS-VIFPVBQESA-N positive \n", + "331 ZFXYFBGIUFBOJW-UHFFFAOYSA-N positive \n", + "336 HCZHHEIFKROPDY-UHFFFAOYSA-N positive \n", + "344 AUNGANRZJHBGPY-SCRDCRAPSA-N positive \n", + "378 LDCYZAJDBXYCGN-VIFPVBQESA-N positive \n", + "386 QWYFHHGCZUCMBN-SECBINFHSA-N positive \n", + "389 QIVBCDIJIAJPQS-VIFPVBQESA-N positive \n", + "393 APJYDQYYACXCRM-UHFFFAOYSA-N positive \n", + "399 RYYVLZVUVIJVGH-UHFFFAOYSA-N positive \n", + "402 JFLIEFSWGNOPJJ-JTQLQIEISA-N positive \n", + "447 BPSLZWSRHTULGU-UHFFFAOYSA-N positive \n", + "454 PFWLFWPASULGAN-UHFFFAOYSA-N positive \n", + "459 QIVBCDIJIAJPQS-VIFPVBQESA-N positive \n", + "462 APJYDQYYACXCRM-UHFFFAOYSA-N positive \n", + "536 LOSHAHDSFZXVCT-LXKVQUBZSA-N positive \n", + "572 LOSHAHDSFZXVCT-LXKVQUBZSA-N positive \n", + "638 MFYSYFVPBJMHGN-ZPOLXVRWSA-N positive \n", + "639 MFYSYFVPBJMHGN-ZPOLXVRWSA-N positive \n", + "801 WWNNZCOKKKDOPX-UHFFFAOYSA-N positive \n", + "804 BPSLZWSRHTULGU-UHFFFAOYSA-N positive \n", + "806 ONPXCLZMBSJLSP-CSMHCCOUSA-N positive \n", + "809 SNEIUMQYRCDYCH-LURJTMIESA-N positive \n", + "810 RDHQFKQIGNGIED-MRVPVSSYSA-N positive \n", + "811 KRKNYBCHXYNGOX-UHFFFAOYSA-N positive \n", + "826 VKGZCEJTCKHMRL-VWJPMABRSA-N positive \n", + "837 HVPFXCBJHIIJGS-LURJTMIESA-N | YDGMGEXADBMOMJ-L... positive \n", + "840 BPSLZWSRHTULGU-UHFFFAOYSA-N positive \n", + "841 BPSLZWSRHTULGU-UHFFFAOYSA-N positive \n", + "842 TUHVEAJXIMEOSA-UHFFFAOYSA-N positive \n", + "843 TUHVEAJXIMEOSA-UHFFFAOYSA-N positive \n", + "850 KRKNYBCHXYNGOX-UHFFFAOYSA-N positive \n", + "870 LCHFAYIGHOVWSA-UHFFFAOYSA-N positive \n", + "873 QWYFHHGCZUCMBN-SECBINFHSA-N positive \n", + "885 HCZHHEIFKROPDY-UHFFFAOYSA-N positive \n", + "914 CIQHWLTYGMYQQR-QMMMGPOBSA-N positive \n", + "918 UFAHZIUFPNSHSL-MRVPVSSYSA-N positive \n", + "922 PFWLFWPASULGAN-UHFFFAOYSA-N positive \n", + "923 PFWLFWPASULGAN-UHFFFAOYSA-N positive \n", + "940 HCZHHEIFKROPDY-UHFFFAOYSA-N positive \n", + "960 HVPFXCBJHIIJGS-LURJTMIESA-N | YDGMGEXADBMOMJ-L... positive \n", + "961 BPSLZWSRHTULGU-UHFFFAOYSA-N positive \n", + "962 BPSLZWSRHTULGU-UHFFFAOYSA-N positive \n", + "972 FZWGECJQACGGTI-UHFFFAOYSA-N positive \n", + "982 UFAHZIUFPNSHSL-MRVPVSSYSA-N positive \n", + "991 RSPURTUNRHNVGF-IOSLPCCCSA-N positive \n", + "992 RSPURTUNRHNVGF-IOSLPCCCSA-N positive \n", + "996 WUUGFSXJNOTRMR-IOSLPCCCSA-N positive \n", + "998 JFLIEFSWGNOPJJ-JTQLQIEISA-N positive \n", + "1009 SNEIUMQYRCDYCH-LURJTMIESA-N positive \n", + "1011 DFPAKSUCGFBDDF-UHFFFAOYSA-N positive \n", + "1012 FZWGECJQACGGTI-UHFFFAOYSA-N positive \n", + "1028 LCHFAYIGHOVWSA-UHFFFAOYSA-N positive \n", + "1043 NPDTUDWGJMBVEP-UHFFFAOYSA-N positive \n", + "1044 BPSLZWSRHTULGU-UHFFFAOYSA-N positive \n", + "1046 RDHQFKQIGNGIED-MRVPVSSYSA-N positive \n", + "1055 UFAHZIUFPNSHSL-MRVPVSSYSA-N positive \n", + "1062 PFWLFWPASULGAN-UHFFFAOYSA-N positive \n", + "1090 WWNNZCOKKKDOPX-UHFFFAOYSA-N positive \n", + "1092 RDHQFKQIGNGIED-MRVPVSSYSA-N positive \n", + "1115 VTYFITADLSVOAS-UHFFFAOYSA-N positive \n", + "1116 QWYFHHGCZUCMBN-SECBINFHSA-N positive \n", + "1117 QWYFHHGCZUCMBN-SECBINFHSA-N positive \n", + "1119 VTYFITADLSVOAS-UHFFFAOYSA-N positive \n", + "1120 RZVAJINKPMORJF-UHFFFAOYSA-N positive \n", + "1123 QIVBCDIJIAJPQS-VIFPVBQESA-N positive \n", + "1127 ZFXYFBGIUFBOJW-UHFFFAOYSA-N positive \n", + "1132 HCZHHEIFKROPDY-UHFFFAOYSA-N positive \n", + "1140 AUNGANRZJHBGPY-SCRDCRAPSA-N positive \n", + "1174 LDCYZAJDBXYCGN-VIFPVBQESA-N positive \n", + "1182 QWYFHHGCZUCMBN-SECBINFHSA-N positive \n", + "1185 QIVBCDIJIAJPQS-VIFPVBQESA-N positive \n", + "1189 APJYDQYYACXCRM-UHFFFAOYSA-N positive \n", + "1195 RYYVLZVUVIJVGH-UHFFFAOYSA-N positive \n", + "1198 JFLIEFSWGNOPJJ-JTQLQIEISA-N positive \n", + "1243 BPSLZWSRHTULGU-UHFFFAOYSA-N positive \n", + "1250 PFWLFWPASULGAN-UHFFFAOYSA-N positive \n", + "1255 QIVBCDIJIAJPQS-VIFPVBQESA-N positive \n", + "1258 APJYDQYYACXCRM-UHFFFAOYSA-N positive \n", + "1332 LOSHAHDSFZXVCT-LXKVQUBZSA-N positive \n", + "1368 LOSHAHDSFZXVCT-LXKVQUBZSA-N positive \n", + "1434 MFYSYFVPBJMHGN-ZPOLXVRWSA-N positive \n", + "1435 MFYSYFVPBJMHGN-ZPOLXVRWSA-N positive \n", + "1594 ODBLHEXUDAPZAU-UHFFFAOYSA-N negative \n", + "1599 BKAYIFDRRZZKNF-SECBINFHSA-N negative \n", + "1601 OTCCIMWXFLJLIA-BYPYZUCNSA-N negative \n", + "1607 ODHCTXKNWHHXJC-VKHMYHEASA-N negative \n", + "1608 GTZCVFVGUGFEME-IWQZZHSRSA-N negative \n", + "1609 KQTIIICEAUMSDG-UHFFFAOYSA-N negative \n", + "1627 WGNAKZGUSRVWRH-UHFFFAOYSA-N negative \n", + "1641 KRKNYBCHXYNGOX-UHFFFAOYSA-N negative \n", + "1643 LEHOTFFKMJEONL-UHFFFAOYSA-N negative \n", + "1646 ODHCTXKNWHHXJC-VKHMYHEASA-N negative \n", + "1647 GTZCVFVGUGFEME-IWQZZHSRSA-N negative \n", + "1654 NZKRYJGNYPYXJZ-UHFFFAOYSA-N negative \n", + "1665 CGQCWMIAEPEHNQ-QMMMGPOBSA-N negative \n", + "1673 IGTYILLPRJOVFY-UHFFFAOYSA-N negative \n", + "1684 XDOFWFNMYJRHEW-UHFFFAOYSA-N negative \n", + "1687 BYXCFUMGEBZDDI-UHFFFAOYSA-N negative \n", + "1698 WLJVNTCWHIRURA-UHFFFAOYSA-N negative \n", + "1711 TYFQFVWCELRYAO-UHFFFAOYSA-N negative \n", + "1716 BDJRBEYXGGNYIS-UHFFFAOYSA-N negative \n", + "1726 BKAYIFDRRZZKNF-SECBINFHSA-N negative \n", + "1742 NZKRYJGNYPYXJZ-UHFFFAOYSA-N negative \n", + "1749 YGCFIWIQZPHFLU-UHFFFAOYSA-N negative \n", + "1754 DCICDMMXFIELDF-UHFFFAOYSA-N negative \n", + "1759 GHOKWGTUZJEAQD-ZETCQYMHSA-N negative \n", + "1775 BYXCFUMGEBZDDI-UHFFFAOYSA-N negative \n", + "1806 TYFQFVWCELRYAO-UHFFFAOYSA-N negative \n", + "1813 BDJRBEYXGGNYIS-UHFFFAOYSA-N negative \n", + "1821 BKAYIFDRRZZKNF-SECBINFHSA-N negative \n", + "1824 LEHOTFFKMJEONL-UHFFFAOYSA-N negative \n", + "1832 LRFVTYWOQMYALW-UHFFFAOYSA-N negative \n", + "1842 UBORTCNDUKBEOP-UUOKFMHZSA-N negative \n", + "1843 YGCFIWIQZPHFLU-UHFFFAOYSA-N negative \n", + "1844 IPROLSVTVHAQLE-BYNIDDHOSA-N negative \n", + "1850 IGTYILLPRJOVFY-UHFFFAOYSA-N negative \n", + "1859 XDOFWFNMYJRHEW-UHFFFAOYSA-N negative \n", + "1860 ZFXYFBGIUFBOJW-UHFFFAOYSA-N negative \n", + "1863 KHTAGVZHYUZYMF-UHFFFAOYSA-N negative \n", + "1864 BYXCFUMGEBZDDI-UHFFFAOYSA-N negative \n", + "1880 WGNAKZGUSRVWRH-UHFFFAOYSA-N negative \n", + "1887 BKAYIFDRRZZKNF-SECBINFHSA-N negative \n", + "1890 KRKNYBCHXYNGOX-UHFFFAOYSA-N negative \n", + "1894 LRFVTYWOQMYALW-UHFFFAOYSA-N negative \n", + "1896 NZKRYJGNYPYXJZ-UHFFFAOYSA-N negative \n", + "1910 IPROLSVTVHAQLE-BYNIDDHOSA-N negative \n", + "1917 IGTYILLPRJOVFY-UHFFFAOYSA-N negative \n", + "1925 ZFXYFBGIUFBOJW-UHFFFAOYSA-N negative \n", + "1927 CTYRPMDGLDAWRQ-UHFFFAOYSA-N negative \n", + "1947 LEHOTFFKMJEONL-UHFFFAOYSA-N negative \n", + "1948 FDGQSTZJBFJUBT-UHFFFAOYSA-N negative \n", + "1952 NZKRYJGNYPYXJZ-UHFFFAOYSA-N negative \n", + "1958 YGCFIWIQZPHFLU-UHFFFAOYSA-N negative \n", + "1982 XDOFWFNMYJRHEW-UHFFFAOYSA-N negative \n", + "1988 CTYRPMDGLDAWRQ-UHFFFAOYSA-N negative \n", + "1989 ZRQXMKMBBMNNQC-UHFFFAOYSA-N negative \n", + "2010 WGNAKZGUSRVWRH-UHFFFAOYSA-N negative \n", + "2021 LEHOTFFKMJEONL-UHFFFAOYSA-N negative \n", + "2023 YGCFIWIQZPHFLU-UHFFFAOYSA-N negative \n", + "2034 VTYFITADLSVOAS-UHFFFAOYSA-N negative \n", + "2039 CVHZOJJKTDOEJC-UHFFFAOYSA-N negative \n", + "2042 ZFXYFBGIUFBOJW-UHFFFAOYSA-N negative \n", + "2048 YJRFFCVUYDRNTR-UHFFFAOYSA-N negative \n", + "2056 BXFFHSIDQOFMLE-UHFFFAOYSA-N negative \n", + "2098 BDJRBEYXGGNYIS-UHFFFAOYSA-N negative \n", + "2110 NODSEPOUFZPJEQ-UHFFFAOYSA-N negative \n", + "2117 LEHOTFFKMJEONL-UHFFFAOYSA-N negative \n", + "2121 YGCFIWIQZPHFLU-UHFFFAOYSA-N negative \n", + "2126 ZMHLUFWWWPBTIU-UHFFFAOYSA-N negative \n", + "2127 NOFNCLGCUJJPKU-UHFFFAOYSA-N negative \n", + "2129 CVHZOJJKTDOEJC-UHFFFAOYSA-N negative \n", + "2135 CTYRPMDGLDAWRQ-UHFFFAOYSA-N negative \n", + "2136 YJRFFCVUYDRNTR-UHFFFAOYSA-N negative \n", + "2142 BXFFHSIDQOFMLE-UHFFFAOYSA-N negative \n", + "2170 ONJSZLXSECQROL-UHFFFAOYSA-N negative \n", + "2208 CZWCKYRVOZZJNM-USOAJAOKSA-N negative \n", + "2213 LEHOTFFKMJEONL-UHFFFAOYSA-N negative \n", + "2215 YGCFIWIQZPHFLU-UHFFFAOYSA-N negative \n", + "2217 IGTYILLPRJOVFY-UHFFFAOYSA-N negative \n", + "2221 CTYRPMDGLDAWRQ-UHFFFAOYSA-N negative \n", + "2226 BXFFHSIDQOFMLE-UHFFFAOYSA-N negative \n", + "2275 BDJRBEYXGGNYIS-UHFFFAOYSA-N negative \n", + "2299 CZWCKYRVOZZJNM-USOAJAOKSA-N negative \n", + "2311 CTYRPMDGLDAWRQ-UHFFFAOYSA-N negative \n", + "2314 BXFFHSIDQOFMLE-UHFFFAOYSA-N negative \n", + "2330 JPAUCQAJHLSMQW-XPORZQOISA-N negative \n", + "2331 ONJSZLXSECQROL-UHFFFAOYSA-N negative \n", + "2343 DZTHIGRZJZPRDV-LBPRGKRZSA-N negative \n", + "2389 CZWCKYRVOZZJNM-USOAJAOKSA-N negative \n", + "2397 CTYRPMDGLDAWRQ-UHFFFAOYSA-N negative \n", + "2399 BXFFHSIDQOFMLE-UHFFFAOYSA-N negative \n", + "2432 BDJRBEYXGGNYIS-UHFFFAOYSA-N negative \n", + "2485 CZWCKYRVOZZJNM-USOAJAOKSA-N negative \n", + "2498 CTYRPMDGLDAWRQ-UHFFFAOYSA-N negative \n", + "2500 BXFFHSIDQOFMLE-UHFFFAOYSA-N negative \n", + "2568 GLONBVCUAVPJFV-CLIRWHJISA-N negative \n", + "2578 CZWCKYRVOZZJNM-USOAJAOKSA-N negative \n", + "2589 BXFFHSIDQOFMLE-UHFFFAOYSA-N negative \n", + "2646 CZWCKYRVOZZJNM-USOAJAOKSA-N negative \n", + "2663 RFDAIACWWDREDC-FRVQLJSFSA-N negative \n", + "2679 BXFFHSIDQOFMLE-UHFFFAOYSA-N negative \n", + "2685 WGNAKZGUSRVWRH-UHFFFAOYSA-N negative \n", + "2695 DWZGLEPNCRFCEP-UHFFFAOYSA-N negative \n", + "2750 SHUYNJFEXPRUGR-RTCCEZQESA-N negative \n", + "2751 RHCPKKNRWFXMAT-RRWYKFPJSA-N negative \n", + "2757 ZFFFJLDTCLJDHL-JQYCEVDMSA-N negative \n", + "2768 WGNAKZGUSRVWRH-UHFFFAOYSA-N negative \n", + "2773 DWZGLEPNCRFCEP-UHFFFAOYSA-N negative \n", + "2800 CZWCKYRVOZZJNM-USOAJAOKSA-N negative \n", + "2814 ZFFFJLDTCLJDHL-JQYCEVDMSA-N negative \n", + "2822 BHQCQFFYRZLCQQ-OELDTZBJSA-N | BHQCQFFYRZLCQQ-U... negative \n", + "2828 WGNAKZGUSRVWRH-UHFFFAOYSA-N negative \n", + "2849 CZWCKYRVOZZJNM-USOAJAOKSA-N negative \n", + "2853 ZFFFJLDTCLJDHL-JQYCEVDMSA-N negative \n", + "2861 WGNAKZGUSRVWRH-UHFFFAOYSA-N negative \n", + "2878 CZWCKYRVOZZJNM-USOAJAOKSA-N negative \n", + "2885 WGNAKZGUSRVWRH-UHFFFAOYSA-N negative \n", + "2902 CZWCKYRVOZZJNM-USOAJAOKSA-N negative " + ] + }, + "execution_count": 73, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pd.set_option('display.max_rows', 250)\n", + "\n", + "combined_ms2query_results.loc[combined_ms2query_results[\"elena_inchikey\"] != \"nan\", [\"query_spectrum_nr\", \"analog_compound_name\",\"elena_compound_name\", \"inchikey\", \"elena_inchikey\", \"ionmode\"]]" + ] + }, + { + "cell_type": "code", + "execution_count": 76, + "id": "621f6a3f-16b4-44f1-a0af-743414d44f0d", + "metadata": {}, + "outputs": [], + "source": [ + "combined_ms2query_results = combined_ms2query_results.fillna(\"unknown\")" + ] + }, + { + "cell_type": "code", + "execution_count": 77, + "id": "511057d2-b2c9-47b4-abec-74644858e743", + "metadata": {}, + "outputs": [], + "source": [ + "combined_ms2query_results.to_csv(\"ms2query_and_NPC_annotation.csv\")" + ] + }, + { + "cell_type": "markdown", + "id": "7434ca90-0612-4523-aec5-4185abb7c73c", + "metadata": {}, + "source": [ + "# Only spectra of interest" + ] + }, + { + "cell_type": "code", + "execution_count": 106, + "id": "3c4ac7dc-5d51-46ff-a141-4b3ee327bc98", + "metadata": {}, + "outputs": [], + "source": [ + "from matchms.importing import load_from_mgf\n", + "all_spectra = list(load_from_mgf(\"cleaned_spectra_pos_neg_with_numbering.mgf\"))" + ] + }, + { + "cell_type": "code", + "execution_count": 108, + "id": "d005a11f-ad52-4c4a-814c-70de5ab03961", + "metadata": {}, + "outputs": [], + "source": [ + "selected_spectra = []\n", + "for spectrum in all_spectra:\n", + " if spectrum.get(\"query_spectrum_nr\") in (\"pos_1198\", \"neg_366\", \"pos_401\", \"neg_316\", \"pos_113\", \"neg_157\", \"pos_970\", \"pos_173\", \n", + " \"neg_1189\", \"pos_1072\", \"pos_274\", \"pos_275\", \"neg_849\", \"neg_1298\", \"neg_1275\",\n", + " \"neg_144\", \"pos_1331\", \"pos_334\", \"neg_543\", \"neg_241\",\n", + " \"pos_432\", \"pos_1220\", \"pos_495\", \"neg_974\", \"neg_970\", \"neg_1170\", \"pos_1292\",\n", + " \"neg_132\", \"pos_977\", \"pos_179\", \"neg_217\", \"pos_935\", \"pos_138\", \"neg_121\",\n", + " \"neg_744\", \"neg_750\", \"pos_1384\", \"pos_587\", \"neg_378\", \"neg_830\", \"neg_939\"):\n", + " selected_spectra.append(spectrum)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 116, + "id": "20d4aa09-6fda-4704-9fd2-b68d489941ad", + "metadata": {}, + "outputs": [], + "source": [ + "from matchms.exporting import save_as_mgf\n", + "save_as_mgf(selected_spectra, \"clustering_spectra.mgf\")" + ] + }, + { + "cell_type": "code", + "execution_count": 115, + "id": "d61c9d2b-e83a-4066-9c01-a2234220ad4d", + "metadata": {}, + "outputs": [], + "source": [ + "selected_results = combined_results[combined_results[\"query_spectrum_nr\"].isin([\"pos_1198\", \"neg_366\", \"pos_401\", \"neg_316\", \"pos_113\", \"neg_157\", \"pos_970\", \"pos_173\", \n", + " \"neg_1189\", \"pos_1072\", \"pos_274\", \"pos_275\", \"neg_849\", \"neg_1298\", \"neg_1275\",\n", + " \"neg_144\", \"pos_1331\", \"pos_334\", \"neg_543\", \"neg_241\",\n", + " \"pos_432\", \"pos_1220\", \"pos_495\", \"neg_974\", \"neg_970\", \"neg_1170\", \"pos_1292\",\n", + " \"neg_132\", \"pos_977\", \"pos_179\", \"neg_217\", \"pos_935\", \"pos_138\", \"neg_121\",\n", + " \"neg_744\", \"neg_750\", \"pos_1384\", \"pos_587\", \"neg_378\", \"neg_830\", \"neg_939\"])]" + ] + }, + { + "cell_type": "code", + "execution_count": 117, + "id": "e3b63ff8-031d-4a8f-8a09-ec86296f4bd6", + "metadata": {}, + "outputs": [], + "source": [ + "selected_results.to_csv(\"selected_clustering_spectra_ms2query_and_NPC_annotation.csv\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2663c08e-4cea-4042-8071-50b116bcc4a6", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.18" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/case_studies_ms2deepscore_2/Create_molecular_networks.ipynb b/notebooks/case_studies_ms2deepscore_2/Create_molecular_networks.ipynb new file mode 100644 index 00000000..6862239b --- /dev/null +++ b/notebooks/case_studies_ms2deepscore_2/Create_molecular_networks.ipynb @@ -0,0 +1,198 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "4db7db5b-039f-4ab9-b33e-6c198daa6694", + "metadata": {}, + "source": [ + "# Create molecular networks\n", + "This notebooks creates a graphml file for the case study data to enable visualizing mol networks in cytoscape" + ] + }, + { + "cell_type": "markdown", + "id": "fa3c0313-7898-4bbb-9b69-c63b02badfd2", + "metadata": {}, + "source": [ + "### Load MS2Deepscore model" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "53a7944c-19e5-450c-a931-5f46ff0459be", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "c:\\users\\jonge094\\pycharmprojects\\ms2deepscore\\ms2deepscore\\ms2deepscore\\models\\load_model.py:34: FutureWarning: You are using `torch.load` with `weights_only=False` (the current default value), which uses the default pickle module implicitly. It is possible to construct malicious pickle data which will execute arbitrary code during unpickling (See https://github.com/pytorch/pytorch/blob/main/SECURITY.md#untrusted-models for more details). In a future release, the default value for `weights_only` will be flipped to `True`. This limits the functions that could be executed during unpickling. Arbitrary objects will no longer be allowed to be loaded via this mode unless they are explicitly allowlisted by the user via `torch.serialization.add_safe_globals`. We recommend you start setting `weights_only=True` for any use case where you don't have full control of the loaded file. Please open an issue on GitHub for any issues related to this experimental feature.\n", + " model_settings = torch.load(filename, map_location=device)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The model version (2.0.0) does not match the version of MS2Deepscore (2.1.0), consider downloading a new model or changing the MS2Deepscore version\n" + ] + } + ], + "source": [ + "from ms2deepscore.models import load_model\n", + "\n", + "filename_model = \"../../../data/pytorch/new_corinna_included/trained_models/both_mode_ionmode_precursor_mz_2000_2000_2000_layers_500_embedding_2024_10_01_20_08_53/ms2deepscore_model.pt\"\n", + "model = load_model(filename_model)" + ] + }, + { + "cell_type": "markdown", + "id": "0ca4bd69-e282-4b3c-a2b8-d0f266509349", + "metadata": {}, + "source": [ + "### Create spectral similarity scores\n", + "The spectrum file \"./cleaned_spectra_pos_neg_with_numbering.mgf\" was created in pre_processing_spectra" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "a3afc943-9e07-4649-8e7b-dbae5e4f8656", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "2024-10-11 08:57:31,283:WARNING:matchms:Pipeline:No logging file was defined.Logging messages will not be written to file.\n", + "2024-10-11 08:57:31,287:WARNING:matchms:SpectrumProcessor:No filters have been specified, so spectra were not filtered\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Processing spectra: 2909it [00:04, 710.25it/s]\n", + "2909it [00:32, 88.85it/s]\n" + ] + } + ], + "source": [ + "from matchms.Pipeline import Pipeline, create_workflow\n", + "from ms2deepscore import MS2DeepScore\n", + "\n", + "workflow = create_workflow(\n", + " query_filters=[],\n", + " score_computations=[\n", + " [MS2DeepScore, {\"model\": model}],\n", + " ],\n", + ")\n", + "pipeline = Pipeline(workflow)\n", + "report = pipeline.run( \"../../../data/data_elena/cleaned_spectra_pos_neg_with_numbering.mgf\")" + ] + }, + { + "cell_type": "markdown", + "id": "f394489e-cccd-4f09-b140-32c5652b3624", + "metadata": {}, + "source": [ + "### Create a network\n", + "The pipeline.scores contain all the scores. To make a molecular network only some of the similarity scores are stored. They are only stored if the score is at least 0.85 and each node (spectrum) is only connected to the top 5 highest similarity scores and only if it is in the tup 5 of that other spectrum as well. \n", + "\n", + "This is the common approach for creating molecular networks (exact settings vary) and allows for getting visually pleasing mol networks (preventing giant hairbals)." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "a2ac340d-ddef-44c2-abbd-8b137f404655", + "metadata": {}, + "outputs": [], + "source": [ + "from matchms.networking import SimilarityNetwork\n", + "\n", + "# Define settings\n", + "ms2ds_network = SimilarityNetwork(\n", + " identifier_key=\"query_spectrum_nr\",\n", + " score_cutoff=0.90, # higher numbers produce more isolated sub-graphs\n", + " max_links=5 , # lower number makes sparser networks\n", + " link_method=\"mutual\", # mutual means: link is only added if in top list of both nodes\n", + ")\n", + "\n", + "# Compute the graph (takes some time)\n", + "ms2ds_network.create_network(pipeline.scores, score_name=\"MS2DeepScore\")" + ] + }, + { + "cell_type": "markdown", + "id": "8a45c7e0-9938-4b77-b341-c9fc48818f9a", + "metadata": {}, + "source": [ + "### save to graphml" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "aa9d8500-51b2-47ae-a1a7-fc1567903fb5", + "metadata": {}, + "outputs": [], + "source": [ + "# Export to graphml\n", + "ms2ds_network.export_to_graphml(\"ms2ds_graph.graphml\")\n" + ] + }, + { + "cell_type": "markdown", + "id": "d6d73c95-6064-42d9-8087-dcbb449a1ccf", + "metadata": {}, + "source": [ + "### Load into cytoscape" + ] + }, + { + "cell_type": "markdown", + "id": "dba908f6-a98b-4f71-aaf4-a4feea409ebf", + "metadata": {}, + "source": [ + "The graphml file can be loaded into cytoscape: https://cytoscape.org/ This is an open source platform for visualizing graphs. \n" + ] + }, + { + "cell_type": "markdown", + "id": "be464374-a845-411c-8770-b302d01758f9", + "metadata": {}, + "source": [ + "To recreate the case study results:\n", + "- Open cytoscape\n", + "- Load in the above created graphml file.\n", + "- Load in ms2query annotations as table (see file add_annotations.ipynb)\n", + "- Set style settings (or load in a style file)\n", + "- Set up chemviz to visualize chemical information.\n", + "- Explore your data!" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.18" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/case_studies_ms2deepscore_2/ms2ds_graph.graphml b/notebooks/case_studies_ms2deepscore_2/ms2ds_graph.graphml new file mode 100644 index 00000000..ef7e3c8e --- /dev/null +++ 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index 00000000..0eae6866 --- /dev/null +++ b/notebooks/case_studies_ms2deepscore_2/pre_processing_spectra.ipynb @@ -0,0 +1,278 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "2f045a9c-d632-4c13-a87a-21c00b281be1", + "metadata": {}, + "source": [ + "# Pre processing of case study spectra\n", + "The case studies spectra are first preprocessed using MSDIAL (not included in this notebook). Followed by the processing in this notebook. " + ] + }, + { + "cell_type": "markdown", + "id": "46aaf415-8255-4a96-8837-9fa51adfae7f", + "metadata": {}, + "source": [ + "### Merge fractions\n", + "Multiple fractions are used, which are stored in separate files. To make processing easier the files are combined and the fraction is added as metadata. " + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "6185e51d-729b-4c38-a512-7de5eb29abd7", + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "from matchms.importing import load_from_mgf\n", + "import re\n", + "\n", + "\n", + "all_spectra = []\n", + "# Define the path to the folder\n", + "for dir_name in (\"./mgf_RNEG_RP_each5\", \"./mgf_RPOS_RP_each5\"):\n", + " for file_name in os.listdir(dir_name):\n", + " file_path = os.path.join(dir_name, file_name)\n", + " \n", + " if os.path.isfile(file_path):\n", + " fraction_nr_match = re.search(r'Fraction(\\d+)', file_name)\n", + " if fraction_nr_match:\n", + " fraction_number = fraction_nr_match.group(1)\n", + " fraction_number = int(fraction_number)\n", + " spectra = list(load_from_mgf(file_path))\n", + " \n", + " for spectrum in spectra:\n", + " spectrum.set(\"fraction\", fraction_number)\n", + " all_spectra.append(spectrum)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ed0713b3-20da-4dd0-96cd-6d32025683aa", + "metadata": {}, + "outputs": [], + "source": [ + "from matchms.exporting import save_as_mgf\n", + "save_as_mgf(all_spectra, \"./combined_spectra.mgf\")" + ] + }, + { + "cell_type": "markdown", + "id": "b997637b-ef0f-47ae-9a90-2a793bb8d8a5", + "metadata": {}, + "source": [ + "### Clean using matchms\n", + "The spectra are cleaned and harmonized using matchms" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "1d68ca1b-be1e-4240-aad2-4c8fb9bd9a1e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "2024-08-20 15:25:56,034:WARNING:matchms:Pipeline:The order of the filters has been changed compared to the Yaml file.\n", + "2024-08-20 15:25:56,036:WARNING:matchms:Pipeline:The order of the filters has been changed compared to the Yaml file.\n", + "2024-08-20 15:25:56,036:WARNING:matchms:Pipeline:No logging file was defined.Logging messages will not be written to file.\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Processing spectrums: 40265it [09:38, 69.57it/s]\n" + ] + } + ], + "source": [ + "import os\n", + "from matchms.Pipeline import Pipeline, create_workflow\n", + "from matchms.filtering.default_pipelines import DEFAULT_FILTERS\n", + "from matchms.similarity.PrecursorMzMatch import PrecursorMzMatch\n", + "\n", + "workflow = create_workflow(\n", + " query_filters=DEFAULT_FILTERS + [(\"require_minimum_number_of_peaks\", {\"n_required\": 5})],\n", + ")\n", + "pipeline = Pipeline(workflow)\n", + "report = pipeline.run(\"./combined_spectra.mgf\")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "d3318e80-8bfd-40b3-87b6-6ad91df78c50", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "----- Spectrum Processing Report -----\n", + "Number of spectrums processed: 40265\n", + "Number of spectrums removed: 38153\n", + "Changes during processing:\n", + " removed spectra changed metadata changed mass spectrum\n", + "filter \n", + "require_minimum_number_of_peaks 38153 0 0\n", + "add_compound_name 0 40265 0\n", + "add_retention_index 0 40265 0\n", + "add_retention_time 0 40265 0\n", + "derive_ionmode 0 40265 0\n", + "harmonize_undefined_inchikey 0 40265 0\n", + "harmonize_undefined_inchi 0 40265 0\n", + "harmonize_undefined_smiles 0 40265 0\n", + "add_parent_mass 0 40265 0\n", + "derive_formula_from_smiles 0 40265 0\n", + "derive_adduct_from_name 0 51 0\n", + "normalize_intensities 0 0 2571\n", + "make_charge_int 0 0 0\n", + "derive_formula_from_name 0 0 0\n", + "clean_compound_name 0 0 0\n", + "interpret_pepmass 0 0 0\n", + "add_precursor_mz 0 0 0\n", + "correct_charge 0 0 0\n", + "require_precursor_mz 0 0 0\n", + "repair_inchi_inchikey_smiles 0 0 0\n", + "clean_adduct 0 0 0\n", + "derive_smiles_from_inchi 0 0 0\n", + "derive_inchi_from_smiles 0 0 0\n", + "derive_inchikey_from_inchi 0 0 0\n", + "require_correct_ionmode 0 0 0\n" + ] + } + ], + "source": [ + "print(report)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "baf5c119-3590-46c5-975e-f913c5158b2b", + "metadata": {}, + "outputs": [], + "source": [ + "from matchms.exporting import save_as_mgf\n", + "save_as_mgf(pipeline.spectrums_queries, \"./cleaned_spectra.mgf\")" + ] + }, + { + "cell_type": "markdown", + "id": "8463ea45-5929-4beb-80c4-6c3d21c8bd3e", + "metadata": {}, + "source": [ + "### Separately save pos and neg for MS2Query predictions\n", + "MS2Query needs to be run separately for pos and neg. So the files with pos and neg are saved separately." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "94578595-1ee3-4be7-8570-4e44127559fd", + "metadata": {}, + "outputs": [], + "source": [ + "pos_spectra = []\n", + "neg_spectra = []\n", + "for spectrum in pipeline.spectrums_queries:\n", + " if spectrum.get(\"ionmode\") == \"positive\":\n", + " pos_spectra.append(spectrum)\n", + " else:\n", + " neg_spectra.append(spectrum)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ddc70aac-fda0-4c70-94f0-fa9b3d47738f", + "metadata": {}, + "outputs": [], + "source": [ + "save_as_mgf(pos_spectra, \"./cleaned_pos_spectra.mgf\")\n", + "save_as_mgf(neg_spectra, \"./cleaned_neg_spectra.mgf\")" + ] + }, + { + "cell_type": "markdown", + "id": "1b1400d6-2834-4080-b03c-0d2a7e35b433", + "metadata": {}, + "source": [ + "# Add identifiers\n", + "To be able to cross link the identifiers between ms2query results, mol networking and other annotations, the spectra need identifiers. They are simply numbered with a prefix of pos or neg" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8e8ccb25-a71e-4521-93e5-61f01686ab0d", + "metadata": {}, + "outputs": [], + "source": [ + "spectra_pos = list(load_from_mgf(\"./cleaned_pos_spectra.mgf\"))\n", + "spectra_neg = list(load_from_mgf(\"./cleaned_neg_spectra.mgf\"))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b27eb074-4ab2-4ff0-a937-9d4a3fc2c283", + "metadata": {}, + "outputs": [], + "source": [ + "for i, spectrum in enumerate(spectra_pos):\n", + " query_spectrum_nr = \"pos_\"+ str(i + 1)\n", + " spectrum.set(\"query_spectrum_nr\", query_spectrum_nr)\n", + "for i, spectrum in enumerate(spectra_neg):\n", + " query_spectrum_nr = \"neg_\"+ str(i + 1)\n", + " spectrum.set(\"query_spectrum_nr\", query_spectrum_nr)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8b13437b-7e9e-4840-ad0e-51c417b83a98", + "metadata": {}, + "outputs": [], + "source": [ + "from matchms.exporting import save_as_mgf\n", + "save_as_mgf(spectra_pos + spectra_neg, \"./cleaned_spectra_pos_neg_with_numbering.mgf\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "39b4f81b-e0da-4123-8fd8-ad06c3789b5b", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.18" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/case_studies_ms2deepscore_2/readme.md b/notebooks/case_studies_ms2deepscore_2/readme.md new file mode 100644 index 00000000..d1ba82d2 --- /dev/null +++ b/notebooks/case_studies_ms2deepscore_2/readme.md @@ -0,0 +1,8 @@ +# Readme + +In this folder you can find the notebooks for creating the case study data for MS2Deepscore 2. +First spectra are preprocessed by MSDial (not in the notebooks) than the notebooks are run in the following order: +- pre_processing_spectra, the spectra are cleaned and harmonized and identifiers are added. +- Add_annotations, MS2Query annotations are added to make it possible to add structures and compound classes to the visualizations. +- Visualize_embedding_umap, An (interactive) umap visualization is created. +- Create_molecular network, A molecular network is created that can be visualized in cytoscape \ No newline at end of file diff --git a/notebooks/case_studies_ms2deepscore_2/visualize_embedding_umap.ipynb b/notebooks/case_studies_ms2deepscore_2/visualize_embedding_umap.ipynb new file mode 100644 index 00000000..d7f31e49 --- /dev/null +++ b/notebooks/case_studies_ms2deepscore_2/visualize_embedding_umap.ipynb @@ -0,0 +1,38173 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "599fbb5e-11d0-4d2f-bf9e-8a2f13370da2", + "metadata": {}, + "source": [ + "# Visualize spectra using embedding umap\n", + "This notebooks creates a 2D visualization of the case study spectrum set. By using Umap the multidiminsional embeddings are reduced to 2 dimensions. Annotations are added to make a interactive visualization possible" + ] + }, + { + "cell_type": "markdown", + "id": "e78d92f0-482d-4d66-8c75-29327549e676", + "metadata": {}, + "source": [ + "### Load ms2deepscore model" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "92ca68ad-86a3-4de8-90d9-ac573c656f25", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "c:\\users\\jonge094\\pycharmprojects\\ms2deepscore\\ms2deepscore\\ms2deepscore\\models\\load_model.py:34: FutureWarning: You are using `torch.load` with `weights_only=False` (the current default value), which uses the default pickle module implicitly. It is possible to construct malicious pickle data which will execute arbitrary code during unpickling (See https://github.com/pytorch/pytorch/blob/main/SECURITY.md#untrusted-models for more details). In a future release, the default value for `weights_only` will be flipped to `True`. This limits the functions that could be executed during unpickling. Arbitrary objects will no longer be allowed to be loaded via this mode unless they are explicitly allowlisted by the user via `torch.serialization.add_safe_globals`. We recommend you start setting `weights_only=True` for any use case where you don't have full control of the loaded file. Please open an issue on GitHub for any issues related to this experimental feature.\n", + " model_settings = torch.load(filename, map_location=device)\n" + ] + } + ], + "source": [ + "from ms2deepscore.models import load_model\n", + "\n", + "filename_model = \"../pytorch/gnps_corinna_mona_massbank/trained_models/both_mode_precursor_mz_ionmode_2000_2000_2000_layers_500_embedding_2024_08_09_11_13_23/ms2deepscore_model.pt\"\n", + "model = load_model(filename_model)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "acb81672-b972-4289-9555-d43e28053723", + "metadata": {}, + "outputs": [], + "source": [ + "from ms2deepscore import MS2DeepScore\n", + "ms2ds_model = MS2DeepScore(model)\n" + ] + }, + { + "cell_type": "markdown", + "id": "4c0411bc-5482-42c3-a4c5-a4679c34b6fe", + "metadata": {}, + "source": [ + "### load spectra\n", + "The spectra are precprocessed in the notebook pre_processing_spectra.ipynb" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "acaf7229-d93d-48a4-8252-ff14cafc0c7f", + "metadata": {}, + "outputs": [], + "source": [ + "from matchms.importing import load_from_mgf\n", + "spectra = list(load_from_mgf( \"./cleaned_spectra_pos_neg_with_numbering.mgf\"))" + ] + }, + { + "cell_type": "markdown", + "id": "a68ce537-cd72-4131-9885-8de5cb4c27b8", + "metadata": {}, + "source": [ + "### Create embeddings\n", + "MS2Deepscore embeddings are a 500 dimensional representation of a spectrum. Similar embeddings should correspond to similar molecules." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "2361bfbb-cbab-43b2-8e0f-3e705d6ca10f", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2909it [00:35, 81.31it/s]\n" + ] + } + ], + "source": [ + "ms2ds_embeddings = ms2ds_model.get_embedding_array(spectra)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "7fc24477-b0c8-4551-8ffc-9a95779eb33c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(2909, 500)" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ms2ds_embeddings.shape" + ] + }, + { + "cell_type": "markdown", + "id": "1218ffc9-91c5-4704-9fe4-1badee35c74c", + "metadata": {}, + "source": [ + "### Fit Umap\n", + "Umap is a method for reducing multidimensional data to 2 dimensions. This is done in a way that aims to keep distances between embeddings close to the thruth. However, since reducing from 500 dementions some distortions always take place. Reducing to 2 dimensions allows us to visualize the embeddings.\n", + "\n", + "The code below tries to learn how to best transform 500 dimensions to 2 dimensions." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "c259b80f-5c15-4045-8808-b4c19cbfe134", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\jonge094\\AppData\\Local\\miniconda3\\envs\\pytorch\\lib\\site-packages\\umap\\umap_.py:1943: UserWarning: n_jobs value -1 overridden to 1 by setting random_state. Use no seed for parallelism.\n", + " warn(f\"n_jobs value {self.n_jobs} overridden to 1 by setting random_state. Use no seed for parallelism.\")\n" + ] + }, + { + "data": { + "text/html": [ + "
UMAP(min_dist=0.2, n_neighbors=50, random_state=42, tqdm_kwds={'bar_format': '{desc}: {percentage:3.0f}%| {bar} {n_fmt}/{total_fmt} [{elapsed}]', 'desc': 'Epochs completed', 'disable': True})
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" + ], + "text/plain": [ + "UMAP(min_dist=0.2, n_neighbors=50, random_state=42, tqdm_kwds={'bar_format': '{desc}: {percentage:3.0f}%| {bar} {n_fmt}/{total_fmt} [{elapsed}]', 'desc': 'Epochs completed', 'disable': True})" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import umap\n", + "\n", + "reducer = umap.UMAP(random_state=42, # this or whatever your favorite number is\n", + " n_neighbors=50 , # key parameters How global or local the distribution 30, 50\n", + " min_dist=0.2 , # can the dots overlap if you use 5 they move out a bit. 0.1, 0.2\n", + " )\n", + "reducer.fit(ms2ds_embeddings)" + ] + }, + { + "cell_type": "markdown", + "id": "6e602b05-6981-4c4a-873c-87a314ce06c7", + "metadata": {}, + "source": [ + "### get 2d coordinates from embeddings\n", + "Here we use the fitted umap model to actually transform embeddings to a x and y coordinate" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "1786c188-4bb3-4280-ab2c-2a087553215b", + "metadata": {}, + "outputs": [], + "source": [ + "embedding_umap = reducer.transform(ms2ds_embeddings)" + ] + }, + { + "cell_type": "markdown", + "id": "4211c631-b95a-4104-b4d6-112a44cb6f90", + "metadata": {}, + "source": [ + "### Convert to pandas df\n", + "Use the query_spectrum_id from the spectra as index for the pandas dataframe" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "099e27d9-8935-499b-9c9b-b0889bdf9751", + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "embedding_umap_df = pd.DataFrame(embedding_umap, \n", + " index = [spectrum.get(\"query_spectrum_nr\") for spectrum in spectra],\n", + " columns = [\"x\", \"y\"])\n", + "indexes = embedding_umap_df.index\n", + "embedding_umap_df[\"query_spectrum_nr\"] = indexes" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "dc9d546d-c4d5-442b-902d-ce4d2d1baf19", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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xyquery_spectrum_nr
pos_19.6096323.039620pos_1
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............
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" + ], + "text/plain": [ + " x y query_spectrum_nr\n", + "pos_1 9.609632 3.039620 pos_1\n", + "pos_2 13.209635 11.478690 pos_2\n", + "pos_3 14.841822 4.592219 pos_3\n", + "pos_4 10.298793 6.759102 pos_4\n", + "pos_5 10.225416 6.791098 pos_5\n", + "... ... ... ...\n", + "neg_1311 13.359218 9.435593 neg_1311\n", + "neg_1312 13.223780 8.350902 neg_1312\n", + "neg_1313 11.782800 5.746759 neg_1313\n", + "neg_1314 13.610619 8.326217 neg_1314\n", + "neg_1315 11.737827 5.676248 neg_1315\n", + "\n", + "[2909 rows x 3 columns]" + ] + }, + "execution_count": 47, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "embedding_umap_df" + ] + }, + { + "cell_type": "markdown", + "id": "cc3f1ebc-920b-448a-9650-c7912c91264e", + "metadata": {}, + "source": [ + "### Visualize embeddings\n", + "We use plotly to visualize the embeddings of the spectra" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e00ef86f-22e2-4341-8440-027f2cee5d90", + "metadata": {}, + "outputs": [], + "source": [ + "import plotly.io as pio\n", + "pio.renderers.default = 'iframe'" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "a632f6a1-1df7-4df8-b24f-586b2e0a223f", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.plotly.v1+json": { + "config": { + "plotlyServerURL": "https://plot.ly" + }, + "data": [ + { + "hovertemplate": "x=%{x}
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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import plotly.express as px\n", + "import numpy as np\n", + "\n", + "# Create scatter plot using Plotly Express\n", + "fig = px.scatter(embedding_umap_df,\n", + " x=\"x\",\n", + " y=\"y\",\n", + " size_max=50,\n", + " opacity=0.5,\n", + " title='UMAP projection MS2DeepScore embeddings',\n", + " width=1200,\n", + " height=1200,\n", + ")\n", + "\n", + "fig.show()" + ] + }, + { + "cell_type": "markdown", + "id": "a530c84a-2640-46ff-abe0-59525daefb03", + "metadata": {}, + "source": [ + "### Add annotations to visualization\n", + "Visualizing just the embeddings is not very informative. Below we add the ms2query annotations, but any information can be added in principle. \n" + ] + }, + { + "cell_type": "code", + "execution_count": 97, + "id": "0a1b2a3e-a5aa-4874-b62a-6a04da225d02", + "metadata": {}, + "outputs": [], + "source": [ + "ms2query_annotations = pd.read_csv(\"ms2query_and_NPC_annotation.csv\")" + ] + }, + { + "cell_type": "markdown", + "id": "4ecbef58-9f8a-46fe-ad71-30d4c3f976ab", + "metadata": {}, + "source": [ + "### Merge annotations with umap table" + ] + }, + { + "cell_type": "code", + "execution_count": 98, + "id": "450c16e6-40d6-4be3-a4a0-4d573614e85e", + "metadata": {}, + "outputs": [], + "source": [ + "merged_data = pd.merge(embedding_umap_df, ms2query_annotations, on=\"query_spectrum_nr\", how= \"outer\")" + ] + }, + { + "cell_type": "code", + "execution_count": 99, + "id": "991cfd56-b848-4a30-99d2-a4a75e4f890f", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.plotly.v1+json": { + "config": { + "plotlyServerURL": 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", + "text/html": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import plotly.express as px\n", + "import numpy as np\n", + "\n", + "# Create scatter plot using Plotly Express\n", + "fig = px.scatter(merged_data,\n", + " x=\"x\",\n", + " y=\"y\",\n", + " color=\"cf_superclass\",\n", + " color_discrete_map={\"unknown\": 'grey'},\n", + "\n", + " # color_continuous_scale=\"viridis\",\n", + " size_max=50,\n", + " opacity=0.5,\n", + " title='UMAP projection MS2DeepScore embeddings',\n", + " hover_data={\"x\": False,\n", + " \"y\": False,\n", + " # \"fraction\": True,\n", + " \"precursor_mz_difference\": True,\n", + " \"ionmode\": True,\n", + " \"ms2query_model_prediction\": True,\n", + " \"smiles\": True,\n", + " \"analog_compound_name\": True,\n", + " \"rtinminutes\": True},\n", + " symbol=\"ionmode\",\n", + " width=1200,\n", + " height=1200,\n", + ")\n", + "\n", + "fig.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 100, + "id": "73d68e7f-3992-4d29-9ce0-f4194d59fa9b", + "metadata": {}, + "outputs": [], + "source": [ + "fig.write_html(\"embedding_visualization.html\")" + ] + }, + { + "cell_type": "markdown", + "id": "989f7521-db23-4709-b9e0-ec609fa7f3ae", + "metadata": {}, + "source": [ + "### Visualize molecular structures\n", + "By using molplotly molecular structures based on the ms2query annotation can be overlayed. " + ] + }, + { + "cell_type": "code", + "execution_count": 101, + "id": "c6042174-6457-43a3-ab9e-45a160783384", + "metadata": {}, + "outputs": [], + "source": [ + "merged_data = merged_data[merged_data[\"smiles\"] != \"unknown\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 102, + "id": "0d6cd49d-452e-4242-96dc-f7e1c46b558c", + "metadata": {}, + "outputs": [], + "source": [ + "# make number\n", + "merged_data.loc[:, \"rtinminutes\"] = merged_data[\"rtinminutes\"].astype(float)" + ] + }, + { + "cell_type": "code", + "execution_count": 107, + "id": "1d34be2c-6ded-4e38-9c36-710cc70b8018", + "metadata": {}, + "outputs": [], + "source": [ + "port = 8000" + ] + }, + { + "cell_type": "code", + "execution_count": 108, + "id": "07b72097-696e-48ec-a8f2-3396e7558517", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\jonge094\\AppData\\Roaming\\Python\\Python39\\site-packages\\dash\\dash.py:556: UserWarning:\n", + "\n", + "JupyterDash is deprecated, use Dash instead.\n", + "See https://dash.plotly.com/dash-in-jupyter for more details.\n", + "\n" + ] + }, + { + "data": { + "text/html": [ + "\n", + " \n", + " " + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "\n", + " \n", + " " + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import pandas as pd\n", + "import plotly.express as px\n", + "\n", + "import molplotly\n", + "\n", + "# load a DataFrame with smiles\n", + "df_esol = pd.read_csv(\n", + " 'https://raw.githubusercontent.com/deepchem/deepchem/master/datasets/delaney-processed.csv')\n", + "df_esol['y'] = df_esol['ESOL predicted log solubility in mols per litre']\n", + "df_esol['x'] = df_esol['measured log solubility in mols per litre']\n", + "\n", + "fig = px.scatter(merged_data,\n", + " x=\"x\",\n", + " y=\"y\",\n", + " color=\"ionmode\",\n", + " symbol=\"cf_superclass\",\n", + " width=1200,\n", + " height=800,\n", + ")\n", + "\n", + "# add molecules to the plotly graph - returns a Dash app\n", + "app = molplotly.add_molecules(fig=fig,\n", + " df=merged_data,\n", + " smiles_col='smiles',\n", + " color_col=\"ionmode\",\n", + " caption_cols=['rtinminutes', \"ionmode\", \"precursor_mz_query_spectrum\", \"analog_compound_name\"],\n", + " show_coords=False,\n", + " symbol_col=\"cf_superclass\"\n", + " )\n", + "\n", + "port += 1 # If you want to recreate a plot the port has to not be used before (this makes it easy to not forget increasing the port)\n", + "\n", + "# run Dash app inline in notebook (or in an external server)\n", + "app.run_server(mode='inline', port=port, height=1000)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "15b048bb-ed93-4c40-8d11-8b5ddb110155", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.18" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} \ No newline at end of file From d01aa399c00f08a3d9cf5bbdd7032c6de4316f11 Mon Sep 17 00:00:00 2001 From: niekdejonge Date: Wed, 18 Dec 2024 19:51:02 +0100 Subject: [PATCH 2/8] Clean up visualize_embedding_umap.ipynb --- .../visualize_embedding_umap.ipynb | 39584 +--------------- 1 file changed, 2270 insertions(+), 37314 deletions(-) diff --git a/notebooks/case_studies_ms2deepscore_2/visualize_embedding_umap.ipynb b/notebooks/case_studies_ms2deepscore_2/visualize_embedding_umap.ipynb index d7f31e49..312a72b7 100644 --- a/notebooks/case_studies_ms2deepscore_2/visualize_embedding_umap.ipynb +++ b/notebooks/case_studies_ms2deepscore_2/visualize_embedding_umap.ipynb @@ -27,15 +27,14 @@ "name": "stderr", "output_type": "stream", "text": [ - "c:\\users\\jonge094\\pycharmprojects\\ms2deepscore\\ms2deepscore\\ms2deepscore\\models\\load_model.py:34: FutureWarning: You are using `torch.load` with `weights_only=False` (the current default value), which uses the default pickle module implicitly. It is possible to construct malicious pickle data which will execute arbitrary code during unpickling (See https://github.com/pytorch/pytorch/blob/main/SECURITY.md#untrusted-models for more details). In a future release, the default value for `weights_only` will be flipped to `True`. This limits the functions that could be executed during unpickling. Arbitrary objects will no longer be allowed to be loaded via this mode unless they are explicitly allowlisted by the user via `torch.serialization.add_safe_globals`. We recommend you start setting `weights_only=True` for any use case where you don't have full control of the loaded file. Please open an issue on GitHub for any issues related to this experimental feature.\n", + "/lustre/BIF/nobackup/jonge094/ms2deepscore/ms2deepscore/ms2deepscore/models/load_model.py:34: FutureWarning: You are using `torch.load` with `weights_only=False` (the current default value), which uses the default pickle module implicitly. It is possible to construct malicious pickle data which will execute arbitrary code during unpickling (See https://github.com/pytorch/pytorch/blob/main/SECURITY.md#untrusted-models for more details). In a future release, the default value for `weights_only` will be flipped to `True`. This limits the functions that could be executed during unpickling. Arbitrary objects will no longer be allowed to be loaded via this mode unless they are explicitly allowlisted by the user via `torch.serialization.add_safe_globals`. We recommend you start setting `weights_only=True` for any use case where you don't have full control of the loaded file. Please open an issue on GitHub for any issues related to this experimental feature.\n", " model_settings = torch.load(filename, map_location=device)\n" ] } ], "source": [ "from ms2deepscore.models import load_model\n", - "\n", - "filename_model = \"../pytorch/gnps_corinna_mona_massbank/trained_models/both_mode_precursor_mz_ionmode_2000_2000_2000_layers_500_embedding_2024_08_09_11_13_23/ms2deepscore_model.pt\"\n", + "filename_model = \"../../../data/pytorch/new_corinna_included/trained_models/both_mode_precursor_mz_ionmode_10000_layers_500_embedding_2024_11_21_11_23_17/ms2deepscore_model.pt\"\n", "model = load_model(filename_model)" ] }, @@ -61,13 +60,22 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 3, "id": "acaf7229-d93d-48a4-8252-ff14cafc0c7f", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2909it [00:01, 2705.67it/s]\n" + ] + } + ], "source": [ "from matchms.importing import load_from_mgf\n", - "spectra = list(load_from_mgf( \"./cleaned_spectra_pos_neg_with_numbering.mgf\"))" + "from tqdm import tqdm\n", + "spectra = list(tqdm(load_from_mgf( \"./cleaned_spectra_pos_neg_with_numbering.mgf\")))" ] }, { @@ -81,7 +89,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 4, "id": "2361bfbb-cbab-43b2-8e0f-3e705d6ca10f", "metadata": {}, "outputs": [ @@ -89,7 +97,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "2909it [00:35, 81.31it/s]\n" + "2909it [00:15, 186.79it/s]\n" ] } ], @@ -99,7 +107,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 5, "id": "7fc24477-b0c8-4551-8ffc-9a95779eb33c", "metadata": {}, "outputs": [ @@ -109,7 +117,7 @@ "(2909, 500)" ] }, - "execution_count": 8, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" } @@ -131,7 +139,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 6, "id": "c259b80f-5c15-4045-8808-b4c19cbfe134", "metadata": {}, "outputs": [ @@ -139,8 +147,10 @@ "name": "stderr", "output_type": "stream", "text": [ - "C:\\Users\\jonge094\\AppData\\Local\\miniconda3\\envs\\pytorch\\lib\\site-packages\\umap\\umap_.py:1943: UserWarning: n_jobs value -1 overridden to 1 by setting random_state. Use no seed for parallelism.\n", - " warn(f\"n_jobs value {self.n_jobs} overridden to 1 by setting random_state. Use no seed for parallelism.\")\n" + "/lustre/BIF/nobackup/jonge094/bin/miniconda3/envs/ms2deepscore/lib/python3.11/site-packages/tqdm/auto.py:21: TqdmWarning: IProgress not found. Please update jupyter and ipywidgets. See https://ipywidgets.readthedocs.io/en/stable/user_install.html\n", + " from .autonotebook import tqdm as notebook_tqdm\n", + "/lustre/BIF/nobackup/jonge094/bin/miniconda3/envs/ms2deepscore/lib/python3.11/site-packages/umap/umap_.py:1952: UserWarning: n_jobs value 1 overridden to 1 by setting random_state. Use no seed for parallelism.\n", + " warn(\n" ] }, { @@ -550,13 +560,13 @@ " /* fitted */\n", " background-color: var(--sklearn-color-fitted-level-3);\n", "}\n", - "
UMAP(min_dist=0.2, n_neighbors=50, random_state=42, tqdm_kwds={'bar_format': '{desc}: {percentage:3.0f}%| {bar} {n_fmt}/{total_fmt} [{elapsed}]', 'desc': 'Epochs completed', 'disable': True})
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" + "
UMAP(min_dist=0.2, n_jobs=1, n_neighbors=50, random_state=42, tqdm_kwds={'bar_format': '{desc}: {percentage:3.0f}%| {bar} {n_fmt}/{total_fmt} [{elapsed}]', 'desc': 'Epochs completed', 'disable': True})
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" ], "text/plain": [ - "UMAP(min_dist=0.2, n_neighbors=50, random_state=42, tqdm_kwds={'bar_format': '{desc}: {percentage:3.0f}%| {bar} {n_fmt}/{total_fmt} [{elapsed}]', 'desc': 'Epochs completed', 'disable': True})" + "UMAP(min_dist=0.2, n_jobs=1, n_neighbors=50, random_state=42, tqdm_kwds={'bar_format': '{desc}: {percentage:3.0f}%| {bar} {n_fmt}/{total_fmt} [{elapsed}]', 'desc': 'Epochs completed', 'disable': True})" ] }, - "execution_count": 7, + "execution_count": 6, "metadata": {}, "output_type": "execute_result" } @@ -582,7 +592,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 7, "id": "1786c188-4bb3-4280-ab2c-2a087553215b", "metadata": {}, "outputs": [], @@ -601,7 +611,7 @@ }, { "cell_type": "code", - "execution_count": 46, + "execution_count": 8, "id": "099e27d9-8935-499b-9c9b-b0889bdf9751", "metadata": {}, "outputs": [], @@ -614,11 +624,315 @@ "embedding_umap_df[\"query_spectrum_nr\"] = indexes" ] }, + { + "cell_type": "markdown", + "id": "cc3f1ebc-920b-448a-9650-c7912c91264e", + "metadata": {}, + "source": [ + "### Visualize embeddings\n", + "We use plotly to visualize the embeddings of the spectra" + ] + }, + { + "cell_type": "code", + "execution_count": 200, + "id": "e00ef86f-22e2-4341-8440-027f2cee5d90", + "metadata": {}, + "outputs": [], + "source": [ + "import plotly.io as pio\n", + "pio.renderers.default = 'iframe'" + ] + }, + { + "cell_type": "code", + "execution_count": 201, + "id": "a632f6a1-1df7-4df8-b24f-586b2e0a223f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import plotly.express as px\n", + "import numpy as np\n", + "\n", + "# Create scatter plot using Plotly Express\n", + "fig = px.scatter(embedding_umap_df,\n", + " x=\"x\",\n", + " y=\"y\",\n", + " size_max=50,\n", + " opacity=0.5,\n", + " title='UMAP projection MS2DeepScore embeddings',\n", + " width=800,\n", + " height=800,\n", + ")\n", + "\n", + "fig.show()" + ] + }, + { + "cell_type": "markdown", + "id": "a530c84a-2640-46ff-abe0-59525daefb03", + "metadata": {}, + "source": [ + "### Add annotations to visualization\n", + "Visualizing just the embeddings is not very informative. Below we add the ms2query annotations, but any information can be added in principle. \n" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "0a1b2a3e-a5aa-4874-b62a-6a04da225d02", + "metadata": {}, + "outputs": [], + "source": [ + "ms2query_annotations = pd.read_csv(\"./ms2query_and_NPC_annotation.csv\")" + ] + }, + { + "cell_type": "markdown", + "id": "4ecbef58-9f8a-46fe-ad71-30d4c3f976ab", + "metadata": {}, + "source": [ + "### Merge annotations with umap table" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "450c16e6-40d6-4be3-a4a0-4d573614e85e", + "metadata": {}, + "outputs": [], + "source": [ + "merged_data = pd.merge(embedding_umap_df, ms2query_annotations, on=\"query_spectrum_nr\", how= \"outer\")" + ] + }, + { + "cell_type": "code", + "execution_count": 202, + "id": "f580d61e-a987-45b5-935e-c73ba6069e39", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import plotly.express as px\n", + "import numpy as np\n", + "\n", + "# Create scatter plot using Plotly Express\n", + "fig = px.scatter(merged_data.iloc[::-1],\n", + " x=\"x\",\n", + " y=\"y\",\n", + " color=\"ionmode\",\n", + " color_discrete_map={\"positive\": \"#C6DBEF\", \"negative\": \"#FCBBA1\"},\n", + "\n", + " # color_continuous_scale=\"viridis\",\n", + " size_max=50,\n", + " opacity=1.0,\n", + " title='UMAP projection MS2DeepScore embeddings',\n", + " hover_data={\"x\": False,\n", + " \"y\": False,\n", + " # \"fraction\": True,\n", + " \"precursor_mz_difference\": False,\n", + " \"ionmode\": True,\n", + " \"ms2query_model_prediction\": False,\n", + " \"smiles\": True,\n", + " \"analog_compound_name\": True,\n", + " \"precursor_mz_query_spectrum\": True, \n", + " \"rtinminutes\": True,\n", + " \"query_spectrum_nr\": True},\n", + " # symbol=\"cf_superclass\",\n", + " width=800,\n", + " height=800,\n", + ")\n", + "# Update background colors\n", + "fig.update_layout(\n", + " plot_bgcolor='white', # Set the plot area background color\n", + " paper_bgcolor='white', # Set the figure background color\n", + ")\n", + "\n", + "# Update grid line colors\n", + "fig.update_xaxes(\n", + " gridcolor='gray', # Grid lines on x-axis\n", + " zerolinecolor='gray' # Line at x=0\n", + ")\n", + "fig.update_yaxes(\n", + " gridcolor='gray', # Grid lines on y-axis\n", + " zerolinecolor='gray' # Line at y=0\n", + ")\n", + "\n", + "fig.update_traces(marker=dict(size=5)) # Increase size to 12 (default is typically smaller)\n", + "\n", + "fig.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 193, + "id": "4e1504a7-c8e2-432f-bc65-0b8c060c4eb3", + "metadata": {}, + "outputs": [], + "source": [ + "fig.write_html(\"embedding_visualization_red_blue.html\")" + ] + }, + { + "cell_type": "markdown", + "id": "f5cf2b88-9a40-4a1f-b0db-08ce2977673b", + "metadata": {}, + "source": [ + "### Create zoomed in versions" + ] + }, + { + "cell_type": "code", + "execution_count": 194, + "id": "23dafdaa-5106-4efe-8929-60cc42d435a2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig.update_layout(\n", + " xaxis=dict(range=[0, 18],\n", + " dtick=2), # Set x-axis zoom range (adjust as needed)\n", + " yaxis=dict(range=[0, 18],\n", + " dtick=2) # Set y-axis zoom range (adjust as needed)\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 142, + "id": "fbd360db-47ce-4d06-8d0a-431495460a67", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "nr of spectra outside range of 0-18: 4.6 %\n" + ] + } + ], + "source": [ + "# percentage of umap dots excluded with specified zoom\n", + "nr_of_spectra_outside_range = merged_data[(merged_data['x'] > 18) | (merged_data['x'] < 0) | (merged_data['y'] > 18) | (merged_data['y'] < 0)].shape[0]\n", + "print(f\"nr of spectra outside range of 0-18: {nr_of_spectra_outside_range/merged_data.shape[0]*100:.1f} %\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": 145, + "id": "4f53c314-2006-4612-89b1-3a725b8f2d8b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig.update_layout(\n", + " xaxis=dict(range=[7.99, 10.01]), # Set x-axis zoom range (adjust as needed)\n", + " yaxis=dict(range=[3.99, 6.01]) # Set y-axis zoom range (adjust as needed)\n", + ")\n", + "fig.update_traces(marker=dict(size=15)) # Increase size to 12 (default is typically smaller)\n", + "\n", + "fig.show()" + ] + }, + { + "cell_type": "markdown", + "id": "72a348c2-bd60-4bf8-ac34-b3968158099e", + "metadata": {}, + "source": [ + "### Find interesting examples with reliable MS2Query annotations in both ionmodes" + ] + }, { "cell_type": "code", - "execution_count": 47, - "id": "dc9d546d-c4d5-442b-902d-ce4d2d1baf19", + "execution_count": 148, + "id": "53c7e0bd-6592-4d57-8aa4-a1ef8fea3121", "metadata": {}, + "outputs": [], + "source": [ + "# get all ms2query scores above 0.8\n", + "high_ms2query_score = merged_data[(merged_data['ms2query_model_prediction'] > 0.8)]\n", + "high_ms2query_score['precursor_mz_difference'].astype(float)\n", + "# and mass diff < 0.1 Da\n", + "high_ms2query_exact_matches = high_ms2query_score[(high_ms2query_score['precursor_mz_difference'].astype(float) < 0.1)]\n", + "# Get the cases that have at least 1 pos and 1 neg example\n", + "has_pos_and_neg = high_ms2query_exact_matches.groupby('inchikey')['ionmode'].apply(lambda x: {'positive', 'negative'}.issubset(set(x)))\n", + "result = high_ms2query_exact_matches[high_ms2query_exact_matches['inchikey'].isin(has_pos_and_neg[has_pos_and_neg].index)]\n" + ] + }, + { + "cell_type": "code", + "execution_count": 150, + "id": "de8e7143-97c2-4780-867b-17fe86276951", + "metadata": { + "scrolled": true + }, "outputs": [ { "data": { @@ -644,6863 +958,1887 @@ " x\n", " y\n", " query_spectrum_nr\n", + " Unnamed: 0\n", + " ms2query_model_prediction\n", + " precursor_mz_difference\n", + " precursor_mz_query_spectrum\n", + " precursor_mz_analog\n", + " inchikey\n", + " analog_compound_name\n", + " smiles\n", + " rtinminutes\n", + " cf_kingdom\n", + " cf_superclass\n", + " cf_class\n", + " cf_subclass\n", + " cf_direct_parent\n", + " npc_class_results\n", + " npc_superclass_results\n", + " npc_pathway_results\n", + " ionmode\n", + " elena_compound_name\n", + " elena_inchikey\n", " \n", " \n", " \n", " \n", - " pos_1\n", - " 9.609632\n", - " 3.039620\n", - " pos_1\n", + " 2645\n", + " 8.732002\n", + " 4.953363\n", + " pos_761\n", + " 759.0\n", + " 0.9240\n", + " 0.0007\n", + " 355.2637\n", + " 355.263\n", + " BHQCQFFYRZLCQQ\n", + " Cholic acid\n", + " [H][C@@]12C[C@H](O)CC[C@]1(C)[C@@]1([H])C[C@H](O)[C@]3(C)[C@]([H])(CC[C@@]3([H])[C@]1([H])[C@H](O)C2)[C@H](C)CCC(O)=O\n", + " 9.736050\n", + " Organic compounds\n", + " Lipids and lipid-like molecules\n", + " Steroids and steroid derivatives\n", + " Bile acids, alcohols and derivatives\n", + " Trihydroxy bile acids, alcohols and derivatives\n", + " Cholane steroids\n", + " Steroids\n", + " Terpenoids\n", + " positive\n", + " NaN\n", + " NaN\n", + " \n", + " \n", + " 1857\n", + " 8.766818\n", + " 5.022066\n", + " pos_1487\n", + " 1484.0\n", + " 0.8788\n", + " 0.002\n", + " 373.2760\n", + " 373.274\n", + " BHQCQFFYRZLCQQ\n", + " \"(4R)-4-((3R,5S,7S,8R,9S,10S,12R,13R,17R)-3,7,12-trihydroxy-10,13-dimethylhexadecahydro-1H-cyclopenta[a]phenanthren-17-yl)pentanoic acid\"\n", + " [H][C@]1([C@]2(C)[C@H](O)C[C@@]3([H])[C@@]1([H])[C@@H](O)C[C@@]4([H])[C@]3(C)CC[C@@H](O)C4)CC[C@@H]2[C@@H](CCC(O)=O)C\n", + " 8.105700\n", + " Organic compounds\n", + " Lipids and lipid-like molecules\n", + " Steroids and steroid derivatives\n", + " Bile acids, alcohols and derivatives\n", + " Trihydroxy bile acids, alcohols and derivatives\n", + " Cholane steroids\n", + " Steroids\n", + " Terpenoids\n", + " positive\n", + " NaN\n", + " NaN\n", + " \n", + " \n", + " 1865\n", + " 8.699626\n", + " 5.012659\n", + " pos_1494\n", + " 1491.0\n", + " 0.8788\n", + " 0.0016\n", + " 355.2646\n", + " 355.263\n", + " BHQCQFFYRZLCQQ\n", + " Cholic acid\n", + " C[C@H](CCC(=O)O)[C@H]1CC[C@@H]2[C@@]1([C@H](C[C@H]3[C@H]2[C@@H](C[C@H]4[C@@]3(CC[C@H](C4)O)C)O)O)C\n", + " 8.391133\n", + " Organic compounds\n", + " Lipids and lipid-like molecules\n", + " Steroids and steroid derivatives\n", + " Bile acids, alcohols and derivatives\n", + " Trihydroxy bile acids, alcohols and derivatives\n", + " Cholane steroids\n", + " Steroids\n", + " Terpenoids\n", + " positive\n", + " NaN\n", + " NaN\n", + " \n", + " \n", + " 259\n", + " 8.805410\n", + " 5.069621\n", + " neg_1231\n", + " 2822.0\n", + " 0.9585\n", + " 0.0006\n", + " 407.2797\n", + " 407.2803\n", + " BHQCQFFYRZLCQQ\n", + " Cholic acid; LC-tDDA; CE30\n", + " C[C@H](CCC(=O)O)[C@H]1CC[C@H]2[C@@H]3[C@H](O)C[C@@H]4C[C@H](O)CC[C@]4(C)[C@H]3C[C@H](O)[C@]12C\n", + " 9.724466\n", + " Organic compounds\n", + " Lipids and lipid-like molecules\n", + " Steroids and steroid derivatives\n", + " Bile acids, alcohols and derivatives\n", + " Trihydroxy bile acids, alcohols and derivatives\n", + " Cholane steroids\n", + " Steroids\n", + " Terpenoids\n", + " negative\n", + " Cholic acid | Ursocholic acid\n", + " BHQCQFFYRZLCQQ-OELDTZBJSA-N | BHQCQFFYRZLCQQ-UTLSPDKDSA-N\n", + " \n", + " \n", + " 2573\n", + " 8.718931\n", + " 5.017680\n", + " pos_697\n", + " 695.0\n", + " 0.8788\n", + " 0.0016\n", + " 355.2646\n", + " 355.263\n", + " BHQCQFFYRZLCQQ\n", + " Cholic acid\n", + " C[C@H](CCC(=O)O)[C@H]1CC[C@@H]2[C@@]1([C@H](C[C@H]3[C@H]2[C@@H](C[C@H]4[C@@]3(CC[C@H](C4)O)C)O)O)C\n", + " 8.391133\n", + " Organic compounds\n", + " Lipids and lipid-like molecules\n", + " Steroids and steroid derivatives\n", + " Bile acids, alcohols and derivatives\n", + " Trihydroxy bile acids, alcohols and derivatives\n", + " Cholane steroids\n", + " Steroids\n", + " Terpenoids\n", + " positive\n", + " NaN\n", + " NaN\n", + " \n", + " \n", + " 2566\n", + " 8.784904\n", + " 4.982005\n", + " pos_690\n", + " 688.0\n", + " 0.8788\n", + " 0.002\n", + " 373.2760\n", + " 373.274\n", + " BHQCQFFYRZLCQQ\n", + " \"(4R)-4-((3R,5S,7S,8R,9S,10S,12R,13R,17R)-3,7,12-trihydroxy-10,13-dimethylhexadecahydro-1H-cyclopenta[a]phenanthren-17-yl)pentanoic acid\"\n", + " [H][C@]1([C@]2(C)[C@H](O)C[C@@]3([H])[C@@]1([H])[C@@H](O)C[C@@]4([H])[C@]3(C)CC[C@@H](O)C4)CC[C@@H]2[C@@H](CCC(O)=O)C\n", + " 8.105700\n", + " Organic compounds\n", + " Lipids and lipid-like molecules\n", + " Steroids and steroid derivatives\n", + " Bile acids, alcohols and derivatives\n", + " Trihydroxy bile acids, alcohols and derivatives\n", + " Cholane steroids\n", + " Steroids\n", + " Terpenoids\n", + " positive\n", + " NaN\n", + " NaN\n", + " \n", + " \n", + " 1936\n", + " 8.794638\n", + " 4.975370\n", + " pos_1558\n", + " 1555.0\n", + " 0.9240\n", + " 0.0007\n", + " 355.2637\n", + " 355.263\n", + " BHQCQFFYRZLCQQ\n", + " Cholic acid\n", + " [H][C@@]12C[C@H](O)CC[C@]1(C)[C@@]1([H])C[C@H](O)[C@]3(C)[C@]([H])(CC[C@@]3([H])[C@]1([H])[C@H](O)C2)[C@H](C)CCC(O)=O\n", + " 9.736050\n", + " Organic compounds\n", + " Lipids and lipid-like molecules\n", + " Steroids and steroid derivatives\n", + " Bile acids, alcohols and derivatives\n", + " Trihydroxy bile acids, alcohols and derivatives\n", + " Cholane steroids\n", + " Steroids\n", + " Terpenoids\n", + " positive\n", + " NaN\n", + " NaN\n", + " \n", + " \n", + " 602\n", + " 9.614359\n", + " 11.098473\n", + " neg_357\n", + " 1948.0\n", + " 0.8124\n", + " 0.0003\n", + " 135.0315\n", + " 135.0312\n", + " FDGQSTZJBFJUBT\n", + " Hypoxanthine; LC-tDDA; CE10\n", + " Oc1ncnc2[nH]cnc12\n", + " 1.167733\n", + " Organic compounds\n", + " Organoheterocyclic compounds\n", + " Imidazopyrimidines\n", + " Purines and purine derivatives\n", + " Hypoxanthines\n", + " Purine alkaloids\n", + " Pseudoalkaloids\n", + " Alkaloids\n", + " negative\n", + " Hypoxanthine\n", + " FDGQSTZJBFJUBT-UHFFFAOYSA-N\n", + " \n", + " \n", + " 2878\n", + " 9.741734\n", + " 13.196935\n", + " pos_971\n", + " 969.0\n", + " 0.9150\n", + " 0.002\n", + " 137.0441\n", + " 137.0461\n", + " FDGQSTZJBFJUBT\n", + " HYPOXANTHINE\n", + " Oc1ncnc2[nH]cnc12\n", + " 1.234217\n", + " Organic compounds\n", + " Organoheterocyclic compounds\n", + " Imidazopyrimidines\n", + " Purines and purine derivatives\n", + " Hypoxanthines\n", + " Purine alkaloids\n", + " Pseudoalkaloids\n", + " Alkaloids\n", + " positive\n", + " NaN\n", + " NaN\n", + " \n", + " \n", + " 1993\n", + " 9.755990\n", + " 13.211791\n", + " pos_174\n", + " 173.0\n", + " 0.9150\n", + " 0.002\n", + " 137.0441\n", + " 137.0461\n", + " FDGQSTZJBFJUBT\n", + " HYPOXANTHINE\n", + " Oc1ncnc2[nH]cnc12\n", + " 1.234217\n", + " Organic compounds\n", + " Organoheterocyclic compounds\n", + " Imidazopyrimidines\n", + " Purines and purine derivatives\n", + " Hypoxanthines\n", + " Purine alkaloids\n", + " Pseudoalkaloids\n", + " Alkaloids\n", + " positive\n", + " NaN\n", + " NaN\n", + " \n", + " \n", + " 2096\n", + " 10.477634\n", + " 13.148767\n", + " pos_267\n", + " 266.0\n", + " 0.9150\n", + " 0.001\n", + " 167.0570\n", + " 167.056\n", + " GMSNIKWWOQHZGF\n", + " oxoguanine\n", + " Cn1c2c(c(=O)[nH]c1=O)[nH]cn2\n", + " 1.943967\n", + " Organic compounds\n", + " Organoheterocyclic compounds\n", + " Imidazopyrimidines\n", + " Purines and purine derivatives\n", + " Xanthines\n", + " Purine alkaloids\n", + " Pseudoalkaloids\n", + " Alkaloids\n", + " positive\n", + " 7-Methylxanthine\n", + " PFWLFWPASULGAN-UHFFFAOYSA-N\n", + " \n", + " \n", + " 1388\n", + " 10.421197\n", + " 13.159681\n", + " pos_1064\n", + " 1062.0\n", + " 0.9150\n", + " 0.001\n", + " 167.0570\n", + " 167.056\n", + " GMSNIKWWOQHZGF\n", + " oxoguanine\n", + " Cn1c2c(c(=O)[nH]c1=O)[nH]cn2\n", + " 1.943967\n", + " Organic compounds\n", + " Organoheterocyclic compounds\n", + " Imidazopyrimidines\n", + " Purines and purine derivatives\n", + " Xanthines\n", + " Purine alkaloids\n", + " Pseudoalkaloids\n", + " Alkaloids\n", + " positive\n", + " 7-Methylxanthine\n", + " PFWLFWPASULGAN-UHFFFAOYSA-N\n", + " \n", + " \n", + " 688\n", + " 10.928310\n", + " 11.941299\n", + " neg_434\n", + " 2025.0\n", + " 0.8231\n", + " 0.0\n", + " 165.0418\n", + " 165.0418\n", + " GMSNIKWWOQHZGF\n", + " 3-Methylxanthine\n", + " CN1C(=O)NC(=O)c2[nH]cnc12\n", + " 2.015967\n", + " Organic compounds\n", + " Organoheterocyclic compounds\n", + " Imidazopyrimidines\n", + " Purines and purine derivatives\n", + " Xanthines\n", + " Purine alkaloids\n", + " Pseudoalkaloids\n", + " Alkaloids\n", + " negative\n", + " NaN\n", + " NaN\n", + " \n", + " \n", + " 156\n", + " 7.539094\n", + " 6.766361\n", + " neg_1139\n", + " 2730.0\n", + " 0.9569\n", + " 0.0004\n", + " 297.1128\n", + " 297.1132\n", + " HVDGDHBAMCBBLR\n", + " Enterolactone\n", + " OC1C=C(CC2C(CC3C=CC=C(O)C=3)COC2=O)C=CC=1\n", + " 7.624017\n", + " Organic compounds\n", + " Lignans, neolignans and related compounds\n", + " Furanoid lignans\n", + " Tetrahydrofuran lignans\n", + " Dibenzylbutyrolactone lignans\n", + " Dibenzylbutyrolactone lignans\n", + " Lignans\n", + " Shikimates and Phenylpropanoids\n", + " negative\n", + " NaN\n", + " NaN\n", + " \n", + " \n", + " 2609\n", + " 8.028876\n", + " 8.079873\n", + " pos_729\n", + " 727.0\n", + " 0.8020\n", + " 0.0014\n", + " 299.1292\n", + " 299.1278\n", + " HVDGDHBAMCBBLR\n", + " Enterolactone\n", + " OC1=CC=CC(C[C@@H]2COC(=O)[C@H]2CC2=CC(O)=CC=C2)=C1\n", + " 7.538283\n", + " Organic compounds\n", + " Lignans, neolignans and related compounds\n", + " Furanoid lignans\n", + " Tetrahydrofuran lignans\n", + " Dibenzylbutyrolactone lignans\n", + " Dibenzylbutyrolactone lignans\n", + " Lignans\n", + " Shikimates and Phenylpropanoids\n", + " positive\n", + " NaN\n", + " NaN\n", + " \n", + " \n", + " 1901\n", + " 8.061956\n", + " 8.135222\n", + " pos_1526\n", + " 1523.0\n", + " 0.8020\n", + " 0.0014\n", + " 299.1292\n", + " 299.1278\n", + " HVDGDHBAMCBBLR\n", + " Enterolactone\n", + " OC1=CC=CC(C[C@@H]2COC(=O)[C@H]2CC2=CC(O)=CC=C2)=C1\n", + " 7.538283\n", + " Organic compounds\n", + " Lignans, neolignans and related compounds\n", + " Furanoid lignans\n", + " Tetrahydrofuran lignans\n", + " Dibenzylbutyrolactone lignans\n", + " Dibenzylbutyrolactone lignans\n", + " Lignans\n", + " Shikimates and Phenylpropanoids\n", + " positive\n", + " NaN\n", + " NaN\n", + " \n", + " \n", + " 2026\n", + " 5.974044\n", + " 12.035423\n", + " pos_203\n", + " 202.0\n", + " 0.9132\n", + " 0.0003\n", + " 265.1183\n", + " 265.118\n", + " JFLIEFSWGNOPJJ\n", + " phenylacetylglutamine\n", + " C1=CC=C(C=C1)CC(=O)N[C@@H](CCC(=O)N)C(=O)O\n", + " 3.632867\n", + " Organic compounds\n", + " Organic acids and derivatives\n", + " Carboxylic acids and derivatives\n", + " Amino acids, peptides, and analogues\n", + " N-acyl-alpha amino acids\n", + " unknown\n", + " unknown\n", + " Shikimates and Phenylpropanoids\n", + " positive\n", + " Phenylacetylglutamine\n", + " JFLIEFSWGNOPJJ-JTQLQIEISA-N\n", + " \n", + " \n", + " 917\n", + " 5.528617\n", + " 11.870284\n", + " neg_640\n", + " 2231.0\n", + " 0.8752\n", + " 0.0003\n", + " 263.1040\n", + " 263.1037\n", + " JFLIEFSWGNOPJJ\n", + " Phenylacetylglutamine; LC-tDDA; CE30\n", + " N=C(O)CC[C@H](N=C(O)Cc1ccccc1)C(=O)O\n", + " 3.592567\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " negative\n", + " NaN\n", + " NaN\n", + " \n", + " \n", + " 1318\n", + " 5.978844\n", + " 12.088383\n", + " pos_1000\n", + " 998.0\n", + " 0.9132\n", + " 0.0003\n", + " 265.1183\n", + " 265.118\n", + " JFLIEFSWGNOPJJ\n", + " phenylacetylglutamine\n", + " C1=CC=C(C=C1)CC(=O)N[C@@H](CCC(=O)N)C(=O)O\n", + " 3.632867\n", + " Organic compounds\n", + " Organic acids and derivatives\n", + " Carboxylic acids and derivatives\n", + " Amino acids, peptides, and analogues\n", + " N-acyl-alpha amino acids\n", + " unknown\n", + " unknown\n", + " Shikimates and Phenylpropanoids\n", + " positive\n", + " Phenylacetylglutamine\n", + " JFLIEFSWGNOPJJ-JTQLQIEISA-N\n", + " \n", + " \n", + " 1107\n", + " 5.497994\n", + " 11.900470\n", + " neg_811\n", + " 2402.0\n", + " 0.8752\n", + " 0.0003\n", + " 263.1040\n", + " 263.1037\n", + " JFLIEFSWGNOPJJ\n", + " Phenylacetylglutamine\n", + " NC(=O)CC[C@H](NC(=O)Cc1ccccc1)C(=O)O\n", + " 3.628233\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " negative\n", + " NaN\n", + " NaN\n", + " \n", + " \n", + " 1014\n", + " 5.517977\n", + " 11.844550\n", + " neg_728\n", + " 2319.0\n", + " 0.8752\n", + " 0.0004\n", + " 263.1041\n", + " 263.1037\n", + " JFLIEFSWGNOPJJ\n", + " Phenylacetylglutamine\n", + " NC(=O)CC[C@H](NC(=O)Cc1ccccc1)C(=O)O\n", + " 3.632100\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " negative\n", + " NaN\n", + " NaN\n", " \n", " \n", - " pos_2\n", - " 13.209635\n", - " 11.478690\n", - " pos_2\n", + " 103\n", + " 5.507723\n", + " 11.911341\n", + " neg_1091\n", + " 2682.0\n", + " 0.8752\n", + " 0.0003\n", + " 263.1034\n", + " 263.1037\n", + " JFLIEFSWGNOPJJ\n", + " Phenylacetylglutamine\n", + " NC(=O)CC[C@H](NC(=O)Cc1ccccc1)C(=O)O\n", + " 3.620367\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " negative\n", + " NaN\n", + " NaN\n", " \n", " \n", - " pos_3\n", - " 14.841822\n", - " 4.592219\n", - " pos_3\n", + " 146\n", + " 5.558425\n", + " 11.843225\n", + " neg_113\n", + " 1704.0\n", + " 0.8752\n", + " 0.0039\n", + " 263.1076\n", + " 263.1037\n", + " JFLIEFSWGNOPJJ\n", + " Phenylacetylglutamine\n", + " NC(=O)CC[C@H](NC(=O)Cc1ccccc1)C(=O)O\n", + " 3.613483\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " negative\n", + " NaN\n", + " NaN\n", " \n", " \n", - " pos_4\n", - " 10.298793\n", - " 6.759102\n", - " pos_4\n", + " 426\n", + " 5.588780\n", + " 11.838244\n", + " neg_199\n", + " 1790.0\n", + " 0.8752\n", + " 0.0035\n", + " 263.1072\n", + " 263.1037\n", + " JFLIEFSWGNOPJJ\n", + " Phenylacetylglutamine; LC-tDDA; CE40\n", + " N=C(O)CC[C@H](N=C(O)Cc1ccccc1)C(=O)O\n", + " 3.607800\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " negative\n", + " NaN\n", + " NaN\n", " \n", " \n", - " pos_5\n", - " 10.225416\n", - " 6.791098\n", - " pos_5\n", + " 731\n", + " 5.589940\n", + " 11.844918\n", + " neg_473\n", + " 2064.0\n", + " 0.8752\n", + " 0.001\n", + " 263.1047\n", + " 263.1037\n", + " JFLIEFSWGNOPJJ\n", + " Phenylacetylglutamine; LC-tDDA; CE30\n", + " N=C(O)CC[C@H](N=C(O)Cc1ccccc1)C(=O)O\n", + " 3.591567\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " negative\n", + " NaN\n", + " NaN\n", " \n", " \n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", + " 522\n", + " 5.633859\n", + " 11.841531\n", + " neg_285\n", + " 1876.0\n", + " 0.8752\n", + " 0.001\n", + " 263.1047\n", + " 263.1037\n", + " JFLIEFSWGNOPJJ\n", + " Phenylacetylglutamine\n", + " NC(=O)CC[C@H](NC(=O)Cc1ccccc1)C(=O)O\n", + " 3.607150\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " negative\n", + " NaN\n", + " NaN\n", " \n", " \n", - " neg_1311\n", - " 13.359218\n", - " 9.435593\n", - " neg_1311\n", + " 589\n", + " 5.547613\n", + " 11.836031\n", + " neg_345\n", + " 1936.0\n", + " 0.8752\n", + " 0.0001\n", + " 263.1036\n", + " 263.1037\n", + " JFLIEFSWGNOPJJ\n", + " Phenylacetylglutamine; LC-tDDA; CE40\n", + " N=C(O)CC[C@H](N=C(O)Cc1ccccc1)C(=O)O\n", + " 3.613300\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " negative\n", + " NaN\n", + " NaN\n", " \n", " \n", - " neg_1312\n", - " 13.223780\n", - " 8.350902\n", - " neg_1312\n", + " 826\n", + " 5.550744\n", + " 11.898720\n", + " neg_559\n", + " 2150.0\n", + " 0.8752\n", + " 0.0\n", + " 263.1037\n", + " 263.1037\n", + " JFLIEFSWGNOPJJ\n", + " Phenylacetylglutamine; LC-tDDA; CE20\n", + " N=C(O)CC[C@H](N=C(O)Cc1ccccc1)C(=O)O\n", + " 3.609933\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " negative\n", + " NaN\n", + " NaN\n", " \n", " \n", - " neg_1313\n", - " 11.782800\n", - " 5.746759\n", - " neg_1313\n", + " 665\n", + " 5.570593\n", + " 11.817005\n", + " neg_413\n", + " 2004.0\n", + " 0.8752\n", + " 0.0003\n", + " 263.1034\n", + " 263.1037\n", + " JFLIEFSWGNOPJJ\n", + " Phenylacetylglutamine\n", + " NC(=O)CC[C@H](NC(=O)Cc1ccccc1)C(=O)O\n", + " 3.591517\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " negative\n", + " NaN\n", + " NaN\n", " \n", " \n", - " neg_1314\n", - " 13.610619\n", - " 8.326217\n", - " neg_1314\n", + " 601\n", + " 10.756792\n", + " 12.991114\n", + " neg_356\n", + " 1947.0\n", + " 0.8263\n", + " 0.0003\n", + " 167.0213\n", + " 167.021\n", + " LEHOTFFKMJEONL\n", + " Uric acid\n", + " O=C1C2=C(NC(N2)=O)NC(N1)=O\n", + " 1.086483\n", + " Organic compounds\n", + " Organoheterocyclic compounds\n", + " Imidazopyrimidines\n", + " Purines and purine derivatives\n", + " Xanthines\n", + " Purine alkaloids\n", + " Pseudoalkaloids\n", + " Alkaloids\n", + " negative\n", + " Uric acid\n", + " LEHOTFFKMJEONL-UHFFFAOYSA-N\n", " \n", " \n", - " neg_1315\n", - " 11.737827\n", - " 5.676248\n", - " neg_1315\n", + " 465\n", + " 10.712367\n", + " 12.937455\n", + " neg_233\n", + " 1824.0\n", + " 0.8263\n", + " 0.0001\n", + " 167.0211\n", + " 167.021\n", + " LEHOTFFKMJEONL\n", + " Uric acid\n", + " O=C1C2=C(NC(N2)=O)NC(N1)=O\n", + " 1.075917\n", + " Organic compounds\n", + " Organoheterocyclic compounds\n", + " Imidazopyrimidines\n", + " Purines and purine derivatives\n", + " Xanthines\n", + " Purine alkaloids\n", + " Pseudoalkaloids\n", + " Alkaloids\n", + " negative\n", + " Uric acid\n", + " LEHOTFFKMJEONL-UHFFFAOYSA-N\n", + " \n", + " \n", + " 2303\n", + " 11.479087\n", + " 12.578105\n", + " pos_453\n", + " 451.0\n", + " 0.9059\n", + " 0.004\n", + " 169.0316\n", + " 169.0356\n", + " LEHOTFFKMJEONL\n", + " Uric acid\n", + " O=C1C2=C(NC(N2)=O)NC(N1)=O\n", + " 1.133450\n", + " Organic compounds\n", + " Organoheterocyclic compounds\n", + " Imidazopyrimidines\n", + " Purines and purine derivatives\n", + " Xanthines\n", + " Purine alkaloids\n", + " Pseudoalkaloids\n", + " Alkaloids\n", + " positive\n", + " NaN\n", + " NaN\n", + " \n", + " \n", + " 897\n", + " 10.707000\n", + " 13.092384\n", + " neg_622\n", + " 2213.0\n", + " 0.8250\n", + " 0.0012\n", + " 167.0198\n", + " 167.021\n", + " LEHOTFFKMJEONL\n", + " Uric acid\n", + " O=C1C2=C(NC(N2)=O)NC(N1)=O\n", + " 1.071383\n", + " Organic compounds\n", + " Organoheterocyclic compounds\n", + " Imidazopyrimidines\n", + " Purines and purine derivatives\n", + " Xanthines\n", + " Purine alkaloids\n", + " Pseudoalkaloids\n", + " Alkaloids\n", + " negative\n", + " Uric acid\n", + " LEHOTFFKMJEONL-UHFFFAOYSA-N\n", + " \n", + " \n", + " 1595\n", + " 11.511497\n", + " 12.555999\n", + " pos_1250\n", + " 1247.0\n", + " 0.9059\n", + " 0.004\n", + " 169.0316\n", + " 169.0356\n", + " LEHOTFFKMJEONL\n", + " Uric acid\n", + " O=C1C2=C(NC(N2)=O)NC(N1)=O\n", + " 1.133450\n", + " Organic compounds\n", + " Organoheterocyclic compounds\n", + " Imidazopyrimidines\n", + " Purines and purine derivatives\n", + " Xanthines\n", + " Purine alkaloids\n", + " Pseudoalkaloids\n", + " Alkaloids\n", + " positive\n", + " NaN\n", + " NaN\n", + " \n", + " \n", + " 684\n", + " 10.707666\n", + " 13.087646\n", + " neg_430\n", + " 2021.0\n", + " 0.8263\n", + " 0.0003\n", + " 167.0207\n", + " 167.021\n", + " LEHOTFFKMJEONL\n", + " Uric acid\n", + " O=C1C2=C(NC(N2)=O)NC(N1)=O\n", + " 1.079050\n", + " Organic compounds\n", + " Organoheterocyclic compounds\n", + " Imidazopyrimidines\n", + " Purines and purine derivatives\n", + " Xanthines\n", + " Purine alkaloids\n", + " Pseudoalkaloids\n", + " Alkaloids\n", + " negative\n", + " Uric acid\n", + " LEHOTFFKMJEONL-UHFFFAOYSA-N\n", + " \n", + " \n", + " 783\n", + " 10.720791\n", + " 12.976831\n", + " neg_52\n", + " 1643.0\n", + " 0.8257\n", + " 0.0001\n", + " 167.0209\n", + " 167.021\n", + " LEHOTFFKMJEONL\n", + " Uric acid\n", + " O=C1C2=C(NC(N2)=O)NC(N1)=O\n", + " 1.090283\n", + " Organic compounds\n", + " Organoheterocyclic compounds\n", + " Imidazopyrimidines\n", + " Purines and purine derivatives\n", + " Xanthines\n", + " Purine alkaloids\n", + " Pseudoalkaloids\n", + " Alkaloids\n", + " negative\n", + " Uric acid\n", + " LEHOTFFKMJEONL-UHFFFAOYSA-N\n", + " \n", + " \n", + " 790\n", + " 10.687016\n", + " 13.067412\n", + " neg_526\n", + " 2117.0\n", + " 0.8263\n", + " 0.0005\n", + " 167.0205\n", + " 167.021\n", + " LEHOTFFKMJEONL\n", + " Uric acid\n", + " O=C1C2=C(NC(N2)=O)NC(N1)=O\n", + " 1.084717\n", + " Organic compounds\n", + " Organoheterocyclic compounds\n", + " Imidazopyrimidines\n", + " Purines and purine derivatives\n", + " Xanthines\n", + " Purine alkaloids\n", + " Pseudoalkaloids\n", + " Alkaloids\n", + " negative\n", + " Uric acid\n", + " LEHOTFFKMJEONL-UHFFFAOYSA-N\n", + " \n", + " \n", + " 1454\n", + " 10.826051\n", + " 12.660488\n", + " pos_1123\n", + " 1121.0\n", + " 0.9150\n", + " 0.0023\n", + " 197.0646\n", + " 197.0669\n", + " NOFNCLGCUJJPKU\n", + " 1,7-DIMETHYLURIC ACID\n", + " CN1C2=C(NC1=O)NC(=O)N(C2=O)C\n", + " 2.695533\n", + " Organic compounds\n", + " Organoheterocyclic compounds\n", + " Imidazopyrimidines\n", + " Purines and purine derivatives\n", + " Xanthines\n", + " Purine alkaloids\n", + " Pseudoalkaloids\n", + " Alkaloids\n", + " positive\n", + " NaN\n", + " NaN\n", + " \n", + " \n", + " 2162\n", + " 10.800145\n", + " 12.649809\n", + " pos_326\n", + " 325.0\n", + " 0.9150\n", + " 0.0023\n", + " 197.0646\n", + " 197.0669\n", + " NOFNCLGCUJJPKU\n", + " 1,7-DIMETHYLURIC ACID\n", + " CN1C2=C(NC1=O)NC(=O)N(C2=O)C\n", + " 2.695533\n", + " Organic compounds\n", + " Organoheterocyclic compounds\n", + " Imidazopyrimidines\n", + " Purines and purine derivatives\n", + " Xanthines\n", + " Purine alkaloids\n", + " Pseudoalkaloids\n", + " Alkaloids\n", + " positive\n", + " NaN\n", + " NaN\n", + " \n", + " \n", + " 628\n", + " 10.937824\n", + " 12.652307\n", + " neg_380\n", + " 1971.0\n", + " 0.8752\n", + " 0.0031\n", + " 195.0569\n", + " 195.0538\n", + " NOFNCLGCUJJPKU\n", + " 1,7-Dimethyluric acid\n", + " CN1C2=C(NC1=O)NC(=O)N(C2=O)C\n", + " 2.291733\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " negative\n", + " NaN\n", + " NaN\n", + " \n", + " \n", + " 801\n", + " 10.994953\n", + " 12.435316\n", + " neg_536\n", + " 2127.0\n", + " 0.8752\n", + " 0.0\n", + " 195.0524\n", + " 195.0524\n", + " NOFNCLGCUJJPKU\n", + " 1,7-DIMETHYLURIC ACID\n", + " CN1C2=C(NC1=O)NC(=O)N(C2=O)C\n", + " 2.608217\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " unknown\n", + " negative\n", + " 1,7-Dimethyluric acid\n", + " NOFNCLGCUJJPKU-UHFFFAOYSA-N\n", + " \n", + " \n", + " 1460\n", + " 10.597425\n", + " 12.979876\n", + " pos_1129\n", + " 1127.0\n", + " 0.9150\n", + " 0.0004\n", + " 181.0727\n", + " 181.0723\n", + " ZFXYFBGIUFBOJW\n", + " Theophylline\n", + " CN1C2=C(C(=O)N(C1=O)C)NC=N2\n", + " 2.861150\n", + " Organic compounds\n", + " Organoheterocyclic compounds\n", + " Imidazopyrimidines\n", + " Purines and purine derivatives\n", + " Xanthines\n", + " Purine alkaloids\n", + " Pseudoalkaloids\n", + " Alkaloids\n", + " positive\n", + " Theophylline\n", + " ZFXYFBGIUFBOJW-UHFFFAOYSA-N\n", + " \n", + " \n", + " 577\n", + " 10.135829\n", + " 10.270901\n", + " neg_334\n", + " 1925.0\n", + " 0.8732\n", + " 0.0009\n", + " 179.0565\n", + " 179.0574\n", + " ZFXYFBGIUFBOJW\n", + " THEOPHYLLINE\n", + " CN1C2=C(C(=O)N(C1=O)C)NC=N2\n", + " 2.794667\n", + " Organic compounds\n", + " Organoheterocyclic compounds\n", + " Imidazopyrimidines\n", + " Purines and purine derivatives\n", + " Xanthines\n", + " Purine alkaloids\n", + " Pseudoalkaloids\n", + " Alkaloids\n", + " negative\n", + " Theophylline\n", + " ZFXYFBGIUFBOJW-UHFFFAOYSA-N\n", + " \n", + " \n", + " 504\n", + " 9.934266\n", + " 10.318051\n", + " neg_269\n", + " 1860.0\n", + " 0.8732\n", + " 0.0001\n", + " 179.0575\n", + " 179.0574\n", + " ZFXYFBGIUFBOJW\n", + " THEOPHYLLINE\n", + " CN1C2=C(C(=O)N(C1=O)C)NC=N2\n", + " 2.789183\n", + " Organic compounds\n", + " Organoheterocyclic compounds\n", + " Imidazopyrimidines\n", + " Purines and purine derivatives\n", + " Xanthines\n", + " Purine alkaloids\n", + " Pseudoalkaloids\n", + " Alkaloids\n", + " negative\n", + " Theophylline\n", + " ZFXYFBGIUFBOJW-UHFFFAOYSA-N\n", + " \n", + " \n", + " 2169\n", + " 10.609348\n", + " 12.930508\n", + " pos_332\n", + " 331.0\n", + " 0.9150\n", + " 0.0004\n", + " 181.0727\n", + " 181.0723\n", + " ZFXYFBGIUFBOJW\n", + " Theophylline\n", + " CN1C2=C(C(=O)N(C1=O)C)NC=N2\n", + " 2.861150\n", + " Organic compounds\n", + " Organoheterocyclic compounds\n", + " Imidazopyrimidines\n", + " Purines and purine derivatives\n", + " Xanthines\n", + " Purine alkaloids\n", + " Pseudoalkaloids\n", + " Alkaloids\n", + " positive\n", + " Theophylline\n", + " ZFXYFBGIUFBOJW-UHFFFAOYSA-N\n", + " \n", + " \n", + " 707\n", + " 10.341174\n", + " 10.225791\n", + " neg_451\n", + " 2042.0\n", + " 0.8732\n", + " 0.0001\n", + " 179.0575\n", + " 179.0574\n", + " ZFXYFBGIUFBOJW\n", + " Theophyline\n", + " CN1C2=C(C(=O)N(C1=O)C)NC=N2\n", + " 2.796617\n", + " Organic compounds\n", + " Organoheterocyclic compounds\n", + " Imidazopyrimidines\n", + " Purines and purine derivatives\n", + " Xanthines\n", + " Purine alkaloids\n", + " Pseudoalkaloids\n", + " Alkaloids\n", + " negative\n", + " Theophylline\n", + " ZFXYFBGIUFBOJW-UHFFFAOYSA-N\n", " \n", " \n", "\n", - "

2909 rows × 3 columns

\n", "" ], "text/plain": [ - " x y query_spectrum_nr\n", - "pos_1 9.609632 3.039620 pos_1\n", - "pos_2 13.209635 11.478690 pos_2\n", - "pos_3 14.841822 4.592219 pos_3\n", - "pos_4 10.298793 6.759102 pos_4\n", - "pos_5 10.225416 6.791098 pos_5\n", - "... ... ... ...\n", - "neg_1311 13.359218 9.435593 neg_1311\n", - "neg_1312 13.223780 8.350902 neg_1312\n", - "neg_1313 11.782800 5.746759 neg_1313\n", - "neg_1314 13.610619 8.326217 neg_1314\n", - "neg_1315 11.737827 5.676248 neg_1315\n", - "\n", - "[2909 rows x 3 columns]" + " x y query_spectrum_nr Unnamed: 0 \\\n", + "2645 8.732002 4.953363 pos_761 759.0 \n", + "1857 8.766818 5.022066 pos_1487 1484.0 \n", + "1865 8.699626 5.012659 pos_1494 1491.0 \n", + "259 8.805410 5.069621 neg_1231 2822.0 \n", + "2573 8.718931 5.017680 pos_697 695.0 \n", + "2566 8.784904 4.982005 pos_690 688.0 \n", + "1936 8.794638 4.975370 pos_1558 1555.0 \n", + "602 9.614359 11.098473 neg_357 1948.0 \n", + "2878 9.741734 13.196935 pos_971 969.0 \n", + "1993 9.755990 13.211791 pos_174 173.0 \n", + "2096 10.477634 13.148767 pos_267 266.0 \n", + "1388 10.421197 13.159681 pos_1064 1062.0 \n", + "688 10.928310 11.941299 neg_434 2025.0 \n", + "156 7.539094 6.766361 neg_1139 2730.0 \n", + "2609 8.028876 8.079873 pos_729 727.0 \n", + "1901 8.061956 8.135222 pos_1526 1523.0 \n", + "2026 5.974044 12.035423 pos_203 202.0 \n", + "917 5.528617 11.870284 neg_640 2231.0 \n", + "1318 5.978844 12.088383 pos_1000 998.0 \n", + "1107 5.497994 11.900470 neg_811 2402.0 \n", + "1014 5.517977 11.844550 neg_728 2319.0 \n", + "103 5.507723 11.911341 neg_1091 2682.0 \n", + "146 5.558425 11.843225 neg_113 1704.0 \n", + "426 5.588780 11.838244 neg_199 1790.0 \n", + "731 5.589940 11.844918 neg_473 2064.0 \n", + "522 5.633859 11.841531 neg_285 1876.0 \n", + "589 5.547613 11.836031 neg_345 1936.0 \n", + "826 5.550744 11.898720 neg_559 2150.0 \n", + "665 5.570593 11.817005 neg_413 2004.0 \n", + "601 10.756792 12.991114 neg_356 1947.0 \n", + "465 10.712367 12.937455 neg_233 1824.0 \n", + "2303 11.479087 12.578105 pos_453 451.0 \n", + "897 10.707000 13.092384 neg_622 2213.0 \n", + "1595 11.511497 12.555999 pos_1250 1247.0 \n", + "684 10.707666 13.087646 neg_430 2021.0 \n", + "783 10.720791 12.976831 neg_52 1643.0 \n", + "790 10.687016 13.067412 neg_526 2117.0 \n", + "1454 10.826051 12.660488 pos_1123 1121.0 \n", + "2162 10.800145 12.649809 pos_326 325.0 \n", + "628 10.937824 12.652307 neg_380 1971.0 \n", + "801 10.994953 12.435316 neg_536 2127.0 \n", + "1460 10.597425 12.979876 pos_1129 1127.0 \n", + "577 10.135829 10.270901 neg_334 1925.0 \n", + "504 9.934266 10.318051 neg_269 1860.0 \n", + "2169 10.609348 12.930508 pos_332 331.0 \n", + "707 10.341174 10.225791 neg_451 2042.0 \n", + "\n", + " ms2query_model_prediction precursor_mz_difference \\\n", + "2645 0.9240 0.0007 \n", + "1857 0.8788 0.002 \n", + "1865 0.8788 0.0016 \n", + "259 0.9585 0.0006 \n", + "2573 0.8788 0.0016 \n", + "2566 0.8788 0.002 \n", + "1936 0.9240 0.0007 \n", + "602 0.8124 0.0003 \n", + "2878 0.9150 0.002 \n", + "1993 0.9150 0.002 \n", + "2096 0.9150 0.001 \n", + "1388 0.9150 0.001 \n", + "688 0.8231 0.0 \n", + "156 0.9569 0.0004 \n", + "2609 0.8020 0.0014 \n", + "1901 0.8020 0.0014 \n", + "2026 0.9132 0.0003 \n", + "917 0.8752 0.0003 \n", + "1318 0.9132 0.0003 \n", + "1107 0.8752 0.0003 \n", + "1014 0.8752 0.0004 \n", + "103 0.8752 0.0003 \n", + "146 0.8752 0.0039 \n", + "426 0.8752 0.0035 \n", + "731 0.8752 0.001 \n", + "522 0.8752 0.001 \n", + "589 0.8752 0.0001 \n", + "826 0.8752 0.0 \n", + "665 0.8752 0.0003 \n", + "601 0.8263 0.0003 \n", + "465 0.8263 0.0001 \n", + "2303 0.9059 0.004 \n", + "897 0.8250 0.0012 \n", + "1595 0.9059 0.004 \n", + "684 0.8263 0.0003 \n", + "783 0.8257 0.0001 \n", + "790 0.8263 0.0005 \n", + "1454 0.9150 0.0023 \n", + "2162 0.9150 0.0023 \n", + "628 0.8752 0.0031 \n", + "801 0.8752 0.0 \n", + "1460 0.9150 0.0004 \n", + "577 0.8732 0.0009 \n", + "504 0.8732 0.0001 \n", + "2169 0.9150 0.0004 \n", + "707 0.8732 0.0001 \n", + "\n", + " precursor_mz_query_spectrum precursor_mz_analog inchikey \\\n", + "2645 355.2637 355.263 BHQCQFFYRZLCQQ \n", + "1857 373.2760 373.274 BHQCQFFYRZLCQQ \n", + "1865 355.2646 355.263 BHQCQFFYRZLCQQ \n", + "259 407.2797 407.2803 BHQCQFFYRZLCQQ \n", + "2573 355.2646 355.263 BHQCQFFYRZLCQQ \n", + "2566 373.2760 373.274 BHQCQFFYRZLCQQ \n", + "1936 355.2637 355.263 BHQCQFFYRZLCQQ \n", + "602 135.0315 135.0312 FDGQSTZJBFJUBT \n", + "2878 137.0441 137.0461 FDGQSTZJBFJUBT \n", + "1993 137.0441 137.0461 FDGQSTZJBFJUBT \n", + "2096 167.0570 167.056 GMSNIKWWOQHZGF \n", + "1388 167.0570 167.056 GMSNIKWWOQHZGF \n", + "688 165.0418 165.0418 GMSNIKWWOQHZGF \n", + "156 297.1128 297.1132 HVDGDHBAMCBBLR \n", + "2609 299.1292 299.1278 HVDGDHBAMCBBLR \n", + "1901 299.1292 299.1278 HVDGDHBAMCBBLR \n", + "2026 265.1183 265.118 JFLIEFSWGNOPJJ \n", + "917 263.1040 263.1037 JFLIEFSWGNOPJJ \n", + "1318 265.1183 265.118 JFLIEFSWGNOPJJ \n", + "1107 263.1040 263.1037 JFLIEFSWGNOPJJ \n", + "1014 263.1041 263.1037 JFLIEFSWGNOPJJ \n", + "103 263.1034 263.1037 JFLIEFSWGNOPJJ \n", + "146 263.1076 263.1037 JFLIEFSWGNOPJJ \n", + "426 263.1072 263.1037 JFLIEFSWGNOPJJ \n", + "731 263.1047 263.1037 JFLIEFSWGNOPJJ \n", + "522 263.1047 263.1037 JFLIEFSWGNOPJJ \n", + "589 263.1036 263.1037 JFLIEFSWGNOPJJ \n", + "826 263.1037 263.1037 JFLIEFSWGNOPJJ \n", + "665 263.1034 263.1037 JFLIEFSWGNOPJJ \n", + "601 167.0213 167.021 LEHOTFFKMJEONL \n", + "465 167.0211 167.021 LEHOTFFKMJEONL \n", + "2303 169.0316 169.0356 LEHOTFFKMJEONL \n", + "897 167.0198 167.021 LEHOTFFKMJEONL \n", + "1595 169.0316 169.0356 LEHOTFFKMJEONL \n", + "684 167.0207 167.021 LEHOTFFKMJEONL \n", + "783 167.0209 167.021 LEHOTFFKMJEONL \n", + "790 167.0205 167.021 LEHOTFFKMJEONL \n", + "1454 197.0646 197.0669 NOFNCLGCUJJPKU \n", + "2162 197.0646 197.0669 NOFNCLGCUJJPKU \n", + "628 195.0569 195.0538 NOFNCLGCUJJPKU \n", + "801 195.0524 195.0524 NOFNCLGCUJJPKU \n", + "1460 181.0727 181.0723 ZFXYFBGIUFBOJW \n", + "577 179.0565 179.0574 ZFXYFBGIUFBOJW \n", + "504 179.0575 179.0574 ZFXYFBGIUFBOJW \n", + "2169 181.0727 181.0723 ZFXYFBGIUFBOJW \n", + "707 179.0575 179.0574 ZFXYFBGIUFBOJW \n", + "\n", + " analog_compound_name \\\n", + "2645 Cholic acid \n", + "1857 \"(4R)-4-((3R,5S,7S,8R,9S,10S,12R,13R,17R)-3,7,12-trihydroxy-10,13-dimethylhexadecahydro-1H-cyclopenta[a]phenanthren-17-yl)pentanoic acid\" \n", + "1865 Cholic acid \n", + "259 Cholic acid; LC-tDDA; CE30 \n", + "2573 Cholic acid \n", + "2566 \"(4R)-4-((3R,5S,7S,8R,9S,10S,12R,13R,17R)-3,7,12-trihydroxy-10,13-dimethylhexadecahydro-1H-cyclopenta[a]phenanthren-17-yl)pentanoic acid\" \n", + "1936 Cholic acid \n", + "602 Hypoxanthine; LC-tDDA; CE10 \n", + "2878 HYPOXANTHINE \n", + "1993 HYPOXANTHINE \n", + "2096 oxoguanine \n", + "1388 oxoguanine \n", + "688 3-Methylxanthine \n", + "156 Enterolactone \n", + "2609 Enterolactone \n", + "1901 Enterolactone \n", + "2026 phenylacetylglutamine \n", + "917 Phenylacetylglutamine; LC-tDDA; CE30 \n", + "1318 phenylacetylglutamine \n", + "1107 Phenylacetylglutamine \n", + "1014 Phenylacetylglutamine \n", + "103 Phenylacetylglutamine \n", + "146 Phenylacetylglutamine \n", + "426 Phenylacetylglutamine; LC-tDDA; CE40 \n", + "731 Phenylacetylglutamine; LC-tDDA; CE30 \n", + "522 Phenylacetylglutamine \n", + "589 Phenylacetylglutamine; LC-tDDA; CE40 \n", + "826 Phenylacetylglutamine; LC-tDDA; CE20 \n", + "665 Phenylacetylglutamine \n", + "601 Uric acid \n", + "465 Uric acid \n", + "2303 Uric acid \n", + "897 Uric acid \n", + "1595 Uric acid \n", + "684 Uric acid \n", + "783 Uric acid \n", + "790 Uric acid \n", + "1454 1,7-DIMETHYLURIC ACID \n", + "2162 1,7-DIMETHYLURIC ACID \n", + "628 1,7-Dimethyluric acid \n", + "801 1,7-DIMETHYLURIC ACID \n", + "1460 Theophylline \n", + "577 THEOPHYLLINE \n", + "504 THEOPHYLLINE \n", + "2169 Theophylline \n", + "707 Theophyline \n", + "\n", + " smiles \\\n", + "2645 [H][C@@]12C[C@H](O)CC[C@]1(C)[C@@]1([H])C[C@H](O)[C@]3(C)[C@]([H])(CC[C@@]3([H])[C@]1([H])[C@H](O)C2)[C@H](C)CCC(O)=O \n", + "1857 [H][C@]1([C@]2(C)[C@H](O)C[C@@]3([H])[C@@]1([H])[C@@H](O)C[C@@]4([H])[C@]3(C)CC[C@@H](O)C4)CC[C@@H]2[C@@H](CCC(O)=O)C \n", + "1865 C[C@H](CCC(=O)O)[C@H]1CC[C@@H]2[C@@]1([C@H](C[C@H]3[C@H]2[C@@H](C[C@H]4[C@@]3(CC[C@H](C4)O)C)O)O)C \n", + "259 C[C@H](CCC(=O)O)[C@H]1CC[C@H]2[C@@H]3[C@H](O)C[C@@H]4C[C@H](O)CC[C@]4(C)[C@H]3C[C@H](O)[C@]12C \n", + "2573 C[C@H](CCC(=O)O)[C@H]1CC[C@@H]2[C@@]1([C@H](C[C@H]3[C@H]2[C@@H](C[C@H]4[C@@]3(CC[C@H](C4)O)C)O)O)C \n", + "2566 [H][C@]1([C@]2(C)[C@H](O)C[C@@]3([H])[C@@]1([H])[C@@H](O)C[C@@]4([H])[C@]3(C)CC[C@@H](O)C4)CC[C@@H]2[C@@H](CCC(O)=O)C \n", + "1936 [H][C@@]12C[C@H](O)CC[C@]1(C)[C@@]1([H])C[C@H](O)[C@]3(C)[C@]([H])(CC[C@@]3([H])[C@]1([H])[C@H](O)C2)[C@H](C)CCC(O)=O \n", + "602 Oc1ncnc2[nH]cnc12 \n", + "2878 Oc1ncnc2[nH]cnc12 \n", + "1993 Oc1ncnc2[nH]cnc12 \n", + "2096 Cn1c2c(c(=O)[nH]c1=O)[nH]cn2 \n", + "1388 Cn1c2c(c(=O)[nH]c1=O)[nH]cn2 \n", + "688 CN1C(=O)NC(=O)c2[nH]cnc12 \n", + "156 OC1C=C(CC2C(CC3C=CC=C(O)C=3)COC2=O)C=CC=1 \n", + "2609 OC1=CC=CC(C[C@@H]2COC(=O)[C@H]2CC2=CC(O)=CC=C2)=C1 \n", + "1901 OC1=CC=CC(C[C@@H]2COC(=O)[C@H]2CC2=CC(O)=CC=C2)=C1 \n", + "2026 C1=CC=C(C=C1)CC(=O)N[C@@H](CCC(=O)N)C(=O)O \n", + "917 N=C(O)CC[C@H](N=C(O)Cc1ccccc1)C(=O)O \n", + "1318 C1=CC=C(C=C1)CC(=O)N[C@@H](CCC(=O)N)C(=O)O \n", + "1107 NC(=O)CC[C@H](NC(=O)Cc1ccccc1)C(=O)O \n", + "1014 NC(=O)CC[C@H](NC(=O)Cc1ccccc1)C(=O)O \n", + "103 NC(=O)CC[C@H](NC(=O)Cc1ccccc1)C(=O)O \n", + "146 NC(=O)CC[C@H](NC(=O)Cc1ccccc1)C(=O)O \n", + "426 N=C(O)CC[C@H](N=C(O)Cc1ccccc1)C(=O)O \n", + "731 N=C(O)CC[C@H](N=C(O)Cc1ccccc1)C(=O)O \n", + "522 NC(=O)CC[C@H](NC(=O)Cc1ccccc1)C(=O)O \n", + "589 N=C(O)CC[C@H](N=C(O)Cc1ccccc1)C(=O)O \n", + "826 N=C(O)CC[C@H](N=C(O)Cc1ccccc1)C(=O)O \n", + "665 NC(=O)CC[C@H](NC(=O)Cc1ccccc1)C(=O)O \n", + "601 O=C1C2=C(NC(N2)=O)NC(N1)=O \n", + "465 O=C1C2=C(NC(N2)=O)NC(N1)=O \n", + "2303 O=C1C2=C(NC(N2)=O)NC(N1)=O \n", + "897 O=C1C2=C(NC(N2)=O)NC(N1)=O \n", + "1595 O=C1C2=C(NC(N2)=O)NC(N1)=O \n", + "684 O=C1C2=C(NC(N2)=O)NC(N1)=O \n", + "783 O=C1C2=C(NC(N2)=O)NC(N1)=O \n", + "790 O=C1C2=C(NC(N2)=O)NC(N1)=O \n", + "1454 CN1C2=C(NC1=O)NC(=O)N(C2=O)C \n", + "2162 CN1C2=C(NC1=O)NC(=O)N(C2=O)C \n", + "628 CN1C2=C(NC1=O)NC(=O)N(C2=O)C \n", + "801 CN1C2=C(NC1=O)NC(=O)N(C2=O)C \n", + "1460 CN1C2=C(C(=O)N(C1=O)C)NC=N2 \n", + "577 CN1C2=C(C(=O)N(C1=O)C)NC=N2 \n", + "504 CN1C2=C(C(=O)N(C1=O)C)NC=N2 \n", + "2169 CN1C2=C(C(=O)N(C1=O)C)NC=N2 \n", + "707 CN1C2=C(C(=O)N(C1=O)C)NC=N2 \n", + "\n", + " rtinminutes cf_kingdom \\\n", + "2645 9.736050 Organic compounds \n", + "1857 8.105700 Organic compounds \n", + "1865 8.391133 Organic compounds \n", + "259 9.724466 Organic compounds \n", + "2573 8.391133 Organic compounds \n", + "2566 8.105700 Organic compounds \n", + "1936 9.736050 Organic compounds \n", + "602 1.167733 Organic compounds \n", + "2878 1.234217 Organic compounds \n", + "1993 1.234217 Organic compounds \n", + "2096 1.943967 Organic compounds \n", + "1388 1.943967 Organic compounds \n", + "688 2.015967 Organic compounds \n", + "156 7.624017 Organic compounds \n", + "2609 7.538283 Organic compounds \n", + "1901 7.538283 Organic compounds \n", + "2026 3.632867 Organic compounds \n", + "917 3.592567 unknown \n", + "1318 3.632867 Organic compounds \n", + "1107 3.628233 unknown \n", + "1014 3.632100 unknown \n", + "103 3.620367 unknown \n", + "146 3.613483 unknown \n", + "426 3.607800 unknown \n", + "731 3.591567 unknown \n", + "522 3.607150 unknown \n", + "589 3.613300 unknown \n", + "826 3.609933 unknown \n", + "665 3.591517 unknown \n", + "601 1.086483 Organic compounds \n", + "465 1.075917 Organic compounds \n", + "2303 1.133450 Organic compounds \n", + "897 1.071383 Organic compounds \n", + "1595 1.133450 Organic compounds \n", + "684 1.079050 Organic compounds \n", + "783 1.090283 Organic compounds \n", + "790 1.084717 Organic compounds \n", + "1454 2.695533 Organic compounds \n", + "2162 2.695533 Organic compounds \n", + "628 2.291733 unknown \n", + "801 2.608217 unknown \n", + "1460 2.861150 Organic compounds \n", + "577 2.794667 Organic compounds \n", + "504 2.789183 Organic compounds \n", + "2169 2.861150 Organic compounds \n", + "707 2.796617 Organic compounds \n", + "\n", + " cf_superclass \\\n", + "2645 Lipids and lipid-like molecules \n", + "1857 Lipids and lipid-like molecules \n", + "1865 Lipids and lipid-like molecules \n", + "259 Lipids and lipid-like molecules \n", + "2573 Lipids and lipid-like molecules \n", + "2566 Lipids and lipid-like molecules \n", + "1936 Lipids and lipid-like molecules \n", + "602 Organoheterocyclic compounds \n", + "2878 Organoheterocyclic compounds \n", + "1993 Organoheterocyclic compounds \n", + "2096 Organoheterocyclic compounds \n", + "1388 Organoheterocyclic compounds \n", + "688 Organoheterocyclic compounds \n", + "156 Lignans, neolignans and related compounds \n", + "2609 Lignans, neolignans and related compounds \n", + "1901 Lignans, neolignans and related compounds \n", + "2026 Organic acids and derivatives \n", + "917 unknown \n", + "1318 Organic acids and derivatives \n", + "1107 unknown \n", + "1014 unknown \n", + "103 unknown \n", + "146 unknown \n", + "426 unknown \n", + "731 unknown \n", + "522 unknown \n", + "589 unknown \n", + "826 unknown \n", + "665 unknown \n", + "601 Organoheterocyclic compounds \n", + "465 Organoheterocyclic compounds \n", + "2303 Organoheterocyclic compounds \n", + "897 Organoheterocyclic compounds \n", + "1595 Organoheterocyclic compounds \n", + "684 Organoheterocyclic compounds \n", + "783 Organoheterocyclic compounds \n", + "790 Organoheterocyclic compounds \n", + "1454 Organoheterocyclic compounds \n", + "2162 Organoheterocyclic compounds \n", + "628 unknown \n", + "801 unknown \n", + "1460 Organoheterocyclic compounds \n", + "577 Organoheterocyclic compounds \n", + "504 Organoheterocyclic compounds \n", + "2169 Organoheterocyclic compounds \n", + "707 Organoheterocyclic compounds \n", + "\n", + " cf_class cf_subclass \\\n", + "2645 Steroids and steroid derivatives Bile acids, alcohols and derivatives \n", + "1857 Steroids and steroid derivatives Bile acids, alcohols and derivatives \n", + "1865 Steroids and steroid derivatives Bile acids, alcohols and derivatives \n", + "259 Steroids and steroid derivatives Bile acids, alcohols and derivatives \n", + "2573 Steroids and steroid derivatives Bile acids, alcohols and derivatives \n", + "2566 Steroids and steroid derivatives Bile acids, alcohols and derivatives \n", + "1936 Steroids and steroid derivatives Bile acids, alcohols and derivatives \n", + "602 Imidazopyrimidines Purines and purine derivatives \n", + "2878 Imidazopyrimidines Purines and purine derivatives \n", + "1993 Imidazopyrimidines Purines and purine derivatives \n", + "2096 Imidazopyrimidines Purines and purine derivatives \n", + "1388 Imidazopyrimidines Purines and purine derivatives \n", + "688 Imidazopyrimidines Purines and purine derivatives \n", + "156 Furanoid lignans Tetrahydrofuran lignans \n", + "2609 Furanoid lignans Tetrahydrofuran lignans \n", + "1901 Furanoid lignans Tetrahydrofuran lignans \n", + "2026 Carboxylic acids and derivatives Amino acids, peptides, and analogues \n", + "917 unknown unknown \n", + "1318 Carboxylic acids and derivatives Amino acids, peptides, and analogues \n", + "1107 unknown unknown \n", + "1014 unknown unknown \n", + "103 unknown unknown \n", + "146 unknown unknown \n", + "426 unknown unknown \n", + "731 unknown unknown \n", + "522 unknown unknown \n", + "589 unknown unknown \n", + "826 unknown unknown \n", + "665 unknown unknown \n", + "601 Imidazopyrimidines Purines and purine derivatives \n", + "465 Imidazopyrimidines Purines and purine derivatives \n", + "2303 Imidazopyrimidines Purines and purine derivatives \n", + "897 Imidazopyrimidines Purines and purine derivatives \n", + "1595 Imidazopyrimidines Purines and purine derivatives \n", + "684 Imidazopyrimidines Purines and purine derivatives \n", + "783 Imidazopyrimidines Purines and purine derivatives \n", + "790 Imidazopyrimidines Purines and purine derivatives \n", + "1454 Imidazopyrimidines Purines and purine derivatives \n", + "2162 Imidazopyrimidines Purines and purine derivatives \n", + "628 unknown unknown \n", + "801 unknown unknown \n", + "1460 Imidazopyrimidines Purines and purine derivatives \n", + "577 Imidazopyrimidines Purines and purine derivatives \n", + "504 Imidazopyrimidines Purines and purine derivatives \n", + "2169 Imidazopyrimidines Purines and purine derivatives \n", + "707 Imidazopyrimidines Purines and purine derivatives \n", + "\n", + " cf_direct_parent \\\n", + "2645 Trihydroxy bile acids, alcohols and derivatives \n", + "1857 Trihydroxy bile acids, alcohols and derivatives \n", + "1865 Trihydroxy bile acids, alcohols and derivatives \n", + "259 Trihydroxy bile acids, alcohols and derivatives \n", + "2573 Trihydroxy bile acids, alcohols and derivatives \n", + "2566 Trihydroxy bile acids, alcohols and derivatives \n", + "1936 Trihydroxy bile acids, alcohols and derivatives \n", + "602 Hypoxanthines \n", + "2878 Hypoxanthines \n", + "1993 Hypoxanthines \n", + "2096 Xanthines \n", + "1388 Xanthines \n", + "688 Xanthines \n", + "156 Dibenzylbutyrolactone lignans \n", + "2609 Dibenzylbutyrolactone lignans \n", + "1901 Dibenzylbutyrolactone lignans \n", + "2026 N-acyl-alpha amino acids \n", + "917 unknown \n", + "1318 N-acyl-alpha amino acids \n", + "1107 unknown \n", + "1014 unknown \n", + "103 unknown \n", + "146 unknown \n", + "426 unknown \n", + "731 unknown \n", + "522 unknown \n", + "589 unknown \n", + "826 unknown \n", + "665 unknown \n", + "601 Xanthines \n", + "465 Xanthines \n", + "2303 Xanthines \n", + "897 Xanthines \n", + "1595 Xanthines \n", + "684 Xanthines \n", + "783 Xanthines \n", + "790 Xanthines \n", + "1454 Xanthines \n", + "2162 Xanthines \n", + "628 unknown \n", + "801 unknown \n", + "1460 Xanthines \n", + "577 Xanthines \n", + "504 Xanthines \n", + "2169 Xanthines \n", + "707 Xanthines \n", + "\n", + " npc_class_results npc_superclass_results \\\n", + "2645 Cholane steroids Steroids \n", + "1857 Cholane steroids Steroids \n", + "1865 Cholane steroids Steroids \n", + "259 Cholane steroids Steroids \n", + "2573 Cholane steroids Steroids \n", + "2566 Cholane steroids Steroids \n", + "1936 Cholane steroids Steroids \n", + "602 Purine alkaloids Pseudoalkaloids \n", + "2878 Purine alkaloids Pseudoalkaloids \n", + "1993 Purine alkaloids Pseudoalkaloids \n", + "2096 Purine alkaloids Pseudoalkaloids \n", + "1388 Purine alkaloids Pseudoalkaloids \n", + "688 Purine alkaloids Pseudoalkaloids \n", + "156 Dibenzylbutyrolactone lignans Lignans \n", + "2609 Dibenzylbutyrolactone lignans Lignans \n", + "1901 Dibenzylbutyrolactone lignans Lignans \n", + "2026 unknown unknown \n", + "917 unknown unknown \n", + "1318 unknown unknown \n", + "1107 unknown unknown \n", + "1014 unknown unknown \n", + "103 unknown unknown \n", + "146 unknown unknown \n", + "426 unknown unknown \n", + "731 unknown unknown \n", + "522 unknown unknown \n", + "589 unknown unknown \n", + "826 unknown unknown \n", + "665 unknown unknown \n", + "601 Purine alkaloids Pseudoalkaloids \n", + "465 Purine alkaloids Pseudoalkaloids \n", + "2303 Purine alkaloids Pseudoalkaloids \n", + "897 Purine alkaloids Pseudoalkaloids \n", + "1595 Purine alkaloids Pseudoalkaloids \n", + "684 Purine alkaloids Pseudoalkaloids \n", + "783 Purine alkaloids Pseudoalkaloids \n", + "790 Purine alkaloids Pseudoalkaloids \n", + "1454 Purine alkaloids Pseudoalkaloids \n", + "2162 Purine alkaloids Pseudoalkaloids \n", + "628 unknown unknown \n", + "801 unknown unknown \n", + "1460 Purine alkaloids Pseudoalkaloids \n", + "577 Purine alkaloids Pseudoalkaloids \n", + "504 Purine alkaloids Pseudoalkaloids \n", + "2169 Purine alkaloids Pseudoalkaloids \n", + "707 Purine alkaloids Pseudoalkaloids \n", + "\n", + " npc_pathway_results ionmode \\\n", + "2645 Terpenoids positive \n", + "1857 Terpenoids positive \n", + "1865 Terpenoids positive \n", + "259 Terpenoids negative \n", + "2573 Terpenoids positive \n", + "2566 Terpenoids positive \n", + "1936 Terpenoids positive \n", + "602 Alkaloids negative \n", + "2878 Alkaloids positive \n", + "1993 Alkaloids positive \n", + "2096 Alkaloids positive \n", + "1388 Alkaloids positive \n", + "688 Alkaloids negative \n", + "156 Shikimates and Phenylpropanoids negative \n", + "2609 Shikimates and Phenylpropanoids positive \n", + "1901 Shikimates and Phenylpropanoids positive \n", + "2026 Shikimates and Phenylpropanoids positive \n", + "917 unknown negative \n", + "1318 Shikimates and Phenylpropanoids positive \n", + "1107 unknown negative \n", + "1014 unknown negative \n", + "103 unknown negative \n", + "146 unknown negative \n", + "426 unknown negative \n", + "731 unknown negative \n", + "522 unknown negative \n", + "589 unknown negative \n", + "826 unknown negative \n", + "665 unknown negative \n", + "601 Alkaloids negative \n", + "465 Alkaloids negative \n", + "2303 Alkaloids positive \n", + "897 Alkaloids negative \n", + "1595 Alkaloids positive \n", + "684 Alkaloids negative \n", + "783 Alkaloids negative \n", + "790 Alkaloids negative \n", + "1454 Alkaloids positive \n", + "2162 Alkaloids positive \n", + "628 unknown negative \n", + "801 unknown negative \n", + "1460 Alkaloids positive \n", + "577 Alkaloids negative \n", + "504 Alkaloids negative \n", + "2169 Alkaloids positive \n", + "707 Alkaloids negative \n", + "\n", + " elena_compound_name \\\n", + "2645 NaN \n", + "1857 NaN \n", + "1865 NaN \n", + "259 Cholic acid | Ursocholic acid \n", + "2573 NaN \n", + "2566 NaN \n", + "1936 NaN \n", + "602 Hypoxanthine \n", + "2878 NaN \n", + "1993 NaN \n", + "2096 7-Methylxanthine \n", + "1388 7-Methylxanthine \n", + "688 NaN \n", + "156 NaN \n", + "2609 NaN \n", + "1901 NaN \n", + "2026 Phenylacetylglutamine \n", + "917 NaN \n", + "1318 Phenylacetylglutamine \n", + "1107 NaN \n", + "1014 NaN \n", + "103 NaN \n", + "146 NaN \n", + "426 NaN \n", + "731 NaN \n", + "522 NaN \n", + "589 NaN \n", + "826 NaN \n", + "665 NaN \n", + "601 Uric acid \n", + "465 Uric acid \n", + "2303 NaN \n", + "897 Uric acid \n", + "1595 NaN \n", + "684 Uric acid \n", + "783 Uric acid \n", + "790 Uric acid \n", + "1454 NaN \n", + "2162 NaN \n", + "628 NaN \n", + "801 1,7-Dimethyluric acid \n", + "1460 Theophylline \n", + "577 Theophylline \n", + "504 Theophylline \n", + "2169 Theophylline \n", + "707 Theophylline \n", + "\n", + " elena_inchikey \n", + "2645 NaN \n", + "1857 NaN \n", + "1865 NaN \n", + "259 BHQCQFFYRZLCQQ-OELDTZBJSA-N | BHQCQFFYRZLCQQ-UTLSPDKDSA-N \n", + "2573 NaN \n", + "2566 NaN \n", + "1936 NaN \n", + "602 FDGQSTZJBFJUBT-UHFFFAOYSA-N \n", + "2878 NaN \n", + "1993 NaN \n", + "2096 PFWLFWPASULGAN-UHFFFAOYSA-N \n", + "1388 PFWLFWPASULGAN-UHFFFAOYSA-N \n", + "688 NaN \n", + "156 NaN \n", + "2609 NaN \n", + "1901 NaN \n", + "2026 JFLIEFSWGNOPJJ-JTQLQIEISA-N \n", + "917 NaN \n", + "1318 JFLIEFSWGNOPJJ-JTQLQIEISA-N \n", + "1107 NaN \n", + "1014 NaN \n", + "103 NaN \n", + "146 NaN \n", + "426 NaN \n", + "731 NaN \n", + "522 NaN \n", + "589 NaN \n", + "826 NaN \n", + "665 NaN \n", + "601 LEHOTFFKMJEONL-UHFFFAOYSA-N \n", + "465 LEHOTFFKMJEONL-UHFFFAOYSA-N \n", + "2303 NaN \n", + "897 LEHOTFFKMJEONL-UHFFFAOYSA-N \n", + "1595 NaN \n", + "684 LEHOTFFKMJEONL-UHFFFAOYSA-N \n", + "783 LEHOTFFKMJEONL-UHFFFAOYSA-N \n", + "790 LEHOTFFKMJEONL-UHFFFAOYSA-N \n", + "1454 NaN \n", + "2162 NaN \n", + "628 NaN \n", + "801 NOFNCLGCUJJPKU-UHFFFAOYSA-N \n", + "1460 ZFXYFBGIUFBOJW-UHFFFAOYSA-N \n", + "577 ZFXYFBGIUFBOJW-UHFFFAOYSA-N \n", + "504 ZFXYFBGIUFBOJW-UHFFFAOYSA-N \n", + "2169 ZFXYFBGIUFBOJW-UHFFFAOYSA-N \n", + "707 ZFXYFBGIUFBOJW-UHFFFAOYSA-N " ] }, - "execution_count": 47, + "execution_count": 150, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "embedding_umap_df" + "pd.set_option('display.max_columns', None)\n", + "pd.set_option('display.max_colwidth', None)\n", + "\n", + "result.sort_values(by='inchikey')\n" ] }, { "cell_type": "markdown", - "id": "cc3f1ebc-920b-448a-9650-c7912c91264e", + "id": "a51e6753-40f0-462e-b0b4-a3b06c14db3b", "metadata": {}, "source": [ - "### Visualize embeddings\n", - "We use plotly to visualize the embeddings of the spectra" + "# plot example spectra\n", + "Based on these results we pick the first pos and neg example" ] }, { "cell_type": "code", - "execution_count": null, - "id": "e00ef86f-22e2-4341-8440-027f2cee5d90", - "metadata": {}, - "outputs": [], - "source": [ - "import plotly.io as pio\n", - "pio.renderers.default = 'iframe'" - ] - }, - { - "cell_type": "code", - "execution_count": 48, - "id": "a632f6a1-1df7-4df8-b24f-586b2e0a223f", + "execution_count": 151, + "id": "be0f99d7-138b-4819-a415-105fe56e0ea7", "metadata": {}, "outputs": [ { "data": { - "application/vnd.plotly.v1+json": { - "config": { - 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", 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+ "text/plain": [ + "
" ] }, "metadata": {}, @@ -7508,30453 +2846,132 @@ } ], "source": [ - "import plotly.express as px\n", - "import numpy as np\n", - "\n", - "# Create scatter plot using Plotly Express\n", - "fig = px.scatter(embedding_umap_df,\n", - " x=\"x\",\n", - " y=\"y\",\n", - " size_max=50,\n", - " opacity=0.5,\n", - " title='UMAP projection MS2DeepScore embeddings',\n", - " width=1200,\n", - " height=1200,\n", - ")\n", - "\n", - "fig.show()" + "from matchms.plotting.spectrum_plots import plot_spectra_mirror\n", + "import matplotlib.pyplot as plt\n", + "selected_spectra =[spectrum for spectrum in spectra if spectrum.get(\"query_spectrum_nr\") in [\"neg_1231\", \"pos_1487\", ]]\n", + "# Set compound name to empty string, since matchms by default prints the compound name\n", + "selected_spectra[0].set(\"compound_name\", \"\")\n", + "selected_spectra[1].set(\"compound_name\", \"\")\n", + "plt.figure(figsize=(5, 5))\n", + "fig = plot_spectra_mirror(selected_spectra[1], selected_spectra[0], grid=False, \n", + " max_mz=420,\n", + " color_top = \"#FCBBA1\",\n", + " color_bottom=\"#C6DBEF\"\n", + " )\n", + " # \"positive\": \"#C6DBEF\", \"negative\": \"#FCBBA1\"\n", + "plt.savefig(\"./spectrum_comparison_cholin_acid.svg\", bbox_inches='tight')" ] }, { - "cell_type": "markdown", - "id": "a530c84a-2640-46ff-abe0-59525daefb03", + "cell_type": "code", + "execution_count": 152, + "id": "89a24e5f-a790-4bdd-b771-bb36215c88a8", "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{'title': 'Unknown; Ms1ScanNumber: 2005; Ms2ScanNumber: 1980', 'charge': 1, 'scans': '581', 'rtinminutes': '8.1057', 'ion': '[M+H]+', 'precursor_mz': 373.276, 'fraction': '65', 'compound_name': '', 'ionmode': 'positive', 'parent_mass': '372.26872354800923', 'query_spectrum_nr': 'pos_1487'}\n", + "{'title': 'Unknown; Ms1ScanNumber: 479; Ms2ScanNumber: 480', 'charge': -1, 'scans': '737', 'rtinminutes': '9.724466', 'ion': '[M-H]-', 'precursor_mz': 407.2797, 'fraction': '75', 'compound_name': '', 'ionmode': 'negative', 'parent_mass': '408.28697645199077', 'query_spectrum_nr': 'neg_1231'}\n" + ] + } + ], "source": [ - "### Add annotations to visualization\n", - "Visualizing just the embeddings is not very informative. Below we add the ms2query annotations, but any information can be added in principle. \n" + "print(selected_spectra[0].metadata)\n", + "print(selected_spectra[1].metadata)" ] }, { "cell_type": "code", - "execution_count": 97, - "id": "0a1b2a3e-a5aa-4874-b62a-6a04da225d02", + "execution_count": 158, + "id": "0091f48a-d1a7-40e4-a69a-6b130cfd8de2", "metadata": {}, "outputs": [], "source": [ - "ms2query_annotations = pd.read_csv(\"ms2query_and_NPC_annotation.csv\")" + "cholic_acid_mass = 408.287" + ] + }, + { + "cell_type": "code", + "execution_count": 159, + "id": "ee11e519-4a7f-4e51-8bab-893aaa07322d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "35.01099999999997\n", + "1.0072999999999865\n" + ] + } + ], + "source": [ + "mass_diff = cholic_acid_mass - selected_spectra[0].get(\"precursor_mz\")\n", + "print(mass_diff)\n", + "mass_diff = cholic_acid_mass - selected_spectra[1].get(\"precursor_mz\")\n", + "print(mass_diff)" ] }, { "cell_type": "markdown", - "id": "4ecbef58-9f8a-46fe-ad71-30d4c3f976ab", + "id": "7a6162eb-3cb6-4d71-83fe-baecb84baad3", "metadata": {}, "source": [ - "### Merge annotations with umap table" + "#### Get (modified) cosine score for example spectrum pair" ] }, { "cell_type": "code", - "execution_count": 98, - "id": "450c16e6-40d6-4be3-a4a0-4d573614e85e", + "execution_count": 180, + "id": "7f10f8f5-b0b2-4645-ae40-08a62a188828", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Cosine score: 0.001\n", + "Modified cosine score: 0.047\n" + ] + } + ], "source": [ - "merged_data = pd.merge(embedding_umap_df, ms2query_annotations, on=\"query_spectrum_nr\", how= \"outer\")" + "import matchms.similarity as mssim\n", + "\n", + "similarity_cosine = mssim.CosineGreedy(tolerance=0.1).pair(selected_spectra[0], selected_spectra[1])\n", + "similarity_modified_cosine = mssim.ModifiedCosine(tolerance=0.1).pair(selected_spectra[0], selected_spectra[1])\n", + "print(f\"Cosine score: {similarity_cosine['score']:.3f}\")\n", + "print(f\"Modified cosine score: {similarity_modified_cosine['score']:.3f}\")" + ] + }, + { + "cell_type": "markdown", + "id": "b6ef3be8-9f8f-46b3-ba0b-840aa0f0ab00", + "metadata": {}, + "source": [ + "# Plot with superclass overlay\n", + "MS2Query adds classifier annotations. These can be used to visualize the spectra. 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", "text/html": [ - "
" + "\n" ] }, "metadata": {}, @@ -37970,7 +2987,7 @@ " x=\"x\",\n", " y=\"y\",\n", " color=\"cf_superclass\",\n", - " color_discrete_map={\"unknown\": 'grey'},\n", + " color_discrete_map={\"unknown\": 'lightgrey'},\n", "\n", " # color_continuous_scale=\"viridis\",\n", " size_max=50,\n", @@ -37985,9 +3002,9 @@ " \"smiles\": True,\n", " \"analog_compound_name\": True,\n", " \"rtinminutes\": True},\n", - " symbol=\"ionmode\",\n", - " width=1200,\n", - " height=1200,\n", + " # symbol=\"ionmode\",\n", + " width=1000,\n", + " height=800,\n", ")\n", "\n", "fig.show()\n" @@ -37995,12 +3012,12 @@ }, { "cell_type": "code", - "execution_count": 100, + "execution_count": 189, "id": "73d68e7f-3992-4d29-9ce0-f4194d59fa9b", "metadata": {}, "outputs": [], "source": [ - "fig.write_html(\"embedding_visualization.html\")" + "fig.write_html(\"embedding_visualization_compound_classes.html\")" ] }, { @@ -38009,12 +3026,13 @@ "metadata": {}, "source": [ "### Visualize molecular structures\n", - "By using molplotly molecular structures based on the ms2query annotation can be overlayed. " + "Below you can create an interactive plot, that draws the molecular structure directly on top of the plot. \n", + "The molecular structures are drawn based on MS2Query annotations." ] }, { "cell_type": "code", - "execution_count": 101, + "execution_count": 20, "id": "c6042174-6457-43a3-ab9e-45a160783384", "metadata": {}, "outputs": [], @@ -38024,7 +3042,7 @@ }, { "cell_type": "code", - "execution_count": 102, + "execution_count": 21, "id": "0d6cd49d-452e-4242-96dc-f7e1c46b558c", "metadata": {}, "outputs": [], @@ -38035,7 +3053,7 @@ }, { "cell_type": "code", - "execution_count": 107, + "execution_count": 26, "id": "1d34be2c-6ded-4e38-9c36-710cc70b8018", "metadata": {}, "outputs": [], @@ -38045,64 +3063,10 @@ }, { "cell_type": "code", - "execution_count": 108, + "execution_count": null, "id": "07b72097-696e-48ec-a8f2-3396e7558517", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Users\\jonge094\\AppData\\Roaming\\Python\\Python39\\site-packages\\dash\\dash.py:556: UserWarning:\n", - "\n", - "JupyterDash is deprecated, use Dash instead.\n", - "See https://dash.plotly.com/dash-in-jupyter for more details.\n", - "\n" - ] - }, - { - "data": { - "text/html": [ - "\n", - " \n", - " " - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/html": [ - "\n", - " \n", - " " - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "import pandas as pd\n", "import plotly.express as px\n", @@ -38139,14 +3103,6 @@ "# run Dash app inline in notebook (or in an external server)\n", "app.run_server(mode='inline', port=port, height=1000)" ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "15b048bb-ed93-4c40-8d11-8b5ddb110155", - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { @@ -38165,7 +3121,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.18" + "version": "3.11.9" } }, "nbformat": 4, From 05fc434072d531f21e3d1027ec7f003f83d32633 Mon Sep 17 00:00:00 2001 From: niekdejonge Date: Wed, 18 Dec 2024 20:11:27 +0100 Subject: [PATCH 3/8] Update create molecular network to use correct model and settings --- .../Create_molecular_networks.ipynb | 30 +- .../ms2ds_graph.graphml | 32217 ++++++++++------ 2 files changed, 20021 insertions(+), 12226 deletions(-) diff --git a/notebooks/case_studies_ms2deepscore_2/Create_molecular_networks.ipynb b/notebooks/case_studies_ms2deepscore_2/Create_molecular_networks.ipynb index 6862239b..e42efc12 100644 --- a/notebooks/case_studies_ms2deepscore_2/Create_molecular_networks.ipynb +++ b/notebooks/case_studies_ms2deepscore_2/Create_molecular_networks.ipynb @@ -27,22 +27,14 @@ "name": "stderr", "output_type": "stream", "text": [ - "c:\\users\\jonge094\\pycharmprojects\\ms2deepscore\\ms2deepscore\\ms2deepscore\\models\\load_model.py:34: FutureWarning: You are using `torch.load` with `weights_only=False` (the current default value), which uses the default pickle module implicitly. It is possible to construct malicious pickle data which will execute arbitrary code during unpickling (See https://github.com/pytorch/pytorch/blob/main/SECURITY.md#untrusted-models for more details). In a future release, the default value for `weights_only` will be flipped to `True`. This limits the functions that could be executed during unpickling. Arbitrary objects will no longer be allowed to be loaded via this mode unless they are explicitly allowlisted by the user via `torch.serialization.add_safe_globals`. We recommend you start setting `weights_only=True` for any use case where you don't have full control of the loaded file. Please open an issue on GitHub for any issues related to this experimental feature.\n", + "/lustre/BIF/nobackup/jonge094/ms2deepscore/ms2deepscore/ms2deepscore/models/load_model.py:34: FutureWarning: You are using `torch.load` with `weights_only=False` (the current default value), which uses the default pickle module implicitly. It is possible to construct malicious pickle data which will execute arbitrary code during unpickling (See https://github.com/pytorch/pytorch/blob/main/SECURITY.md#untrusted-models for more details). In a future release, the default value for `weights_only` will be flipped to `True`. This limits the functions that could be executed during unpickling. Arbitrary objects will no longer be allowed to be loaded via this mode unless they are explicitly allowlisted by the user via `torch.serialization.add_safe_globals`. We recommend you start setting `weights_only=True` for any use case where you don't have full control of the loaded file. Please open an issue on GitHub for any issues related to this experimental feature.\n", " model_settings = torch.load(filename, map_location=device)\n" ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "The model version (2.0.0) does not match the version of MS2Deepscore (2.1.0), consider downloading a new model or changing the MS2Deepscore version\n" - ] } ], "source": [ "from ms2deepscore.models import load_model\n", - "\n", - "filename_model = \"../../../data/pytorch/new_corinna_included/trained_models/both_mode_ionmode_precursor_mz_2000_2000_2000_layers_500_embedding_2024_10_01_20_08_53/ms2deepscore_model.pt\"\n", + "filename_model = \"../../../data/pytorch/new_corinna_included/trained_models/both_mode_precursor_mz_ionmode_10000_layers_500_embedding_2024_11_21_11_23_17/ms2deepscore_model.pt\"\n", "model = load_model(filename_model)" ] }, @@ -65,16 +57,16 @@ "name": "stdout", "output_type": "stream", "text": [ - "2024-10-11 08:57:31,283:WARNING:matchms:Pipeline:No logging file was defined.Logging messages will not be written to file.\n", - "2024-10-11 08:57:31,287:WARNING:matchms:SpectrumProcessor:No filters have been specified, so spectra were not filtered\n" + "2024-12-18 20:00:29,480:WARNING:matchms:Pipeline:No logging file was defined.Logging messages will not be written to file.\n", + "2024-12-18 20:00:29,482:WARNING:matchms:SpectrumProcessor:No filters have been specified, so spectra were not filtered\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "Processing spectra: 2909it [00:04, 710.25it/s]\n", - "2909it [00:32, 88.85it/s]\n" + "Processing spectra: 2909it [00:01, 2547.50it/s]\n", + "2909it [00:16, 177.01it/s]\n" ] } ], @@ -115,8 +107,8 @@ "# Define settings\n", "ms2ds_network = SimilarityNetwork(\n", " identifier_key=\"query_spectrum_nr\",\n", - " score_cutoff=0.90, # higher numbers produce more isolated sub-graphs\n", - " max_links=5 , # lower number makes sparser networks\n", + " score_cutoff=0.85, # higher numbers produce more isolated sub-graphs\n", + " max_links=10 , # lower number makes sparser networks\n", " link_method=\"mutual\", # mutual means: link is only added if in top list of both nodes\n", ")\n", "\n", @@ -140,7 +132,7 @@ "outputs": [], "source": [ "# Export to graphml\n", - "ms2ds_network.export_to_graphml(\"ms2ds_graph.graphml\")\n" + "ms2ds_network.export_to_graphml(\"ms2ds_graph_min_0_85_score_10_links.graphml\")\n" ] }, { @@ -190,9 +182,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.18" + "version": "3.11.9" } }, "nbformat": 4, "nbformat_minor": 5 -} +} \ No newline at end of file diff --git a/notebooks/case_studies_ms2deepscore_2/ms2ds_graph.graphml b/notebooks/case_studies_ms2deepscore_2/ms2ds_graph.graphml index ef7e3c8e..6f4b3fd3 100644 --- a/notebooks/case_studies_ms2deepscore_2/ms2ds_graph.graphml +++ b/notebooks/case_studies_ms2deepscore_2/ms2ds_graph.graphml @@ -1,17000 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- - 0.9943269556105534 + + 0.9002815442792598 - - 0.9999999999999984 + + 0.9808806314893819 - - 0.9576369653206638 + + 0.98422719539399 \ No newline at end of file From c7481e9dc26c45f0bf99990662854c89b7c23a97 Mon Sep 17 00:00:00 2001 From: niekdejonge Date: Fri, 20 Dec 2024 13:21:42 +0100 Subject: [PATCH 4/8] Added automatic download to create molecular networks --- .../Create_molecular_networks.ipynb | 76 +++++++++++++++---- 1 file changed, 63 insertions(+), 13 deletions(-) diff --git a/notebooks/case_studies_ms2deepscore_2/Create_molecular_networks.ipynb b/notebooks/case_studies_ms2deepscore_2/Create_molecular_networks.ipynb index e42efc12..6935ff87 100644 --- a/notebooks/case_studies_ms2deepscore_2/Create_molecular_networks.ipynb +++ b/notebooks/case_studies_ms2deepscore_2/Create_molecular_networks.ipynb @@ -9,6 +9,57 @@ "This notebooks creates a graphml file for the case study data to enable visualizing mol networks in cytoscape" ] }, + { + "cell_type": "markdown", + "id": "f9f10acb-338a-405a-9e44-774f9a148050", + "metadata": {}, + "source": [ + "# Download data from zenodo\n", + "The ms2deepscore model, case study data and MS2Query annotations are downloaded from zenodo" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "34597759-16f8-4f61-a622-4cad9a1f9217", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Downloading file: 2.18kB [00:00, 70.7kB/s]\n", + "Downloading file: 100%|███████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 397M/397M [00:03<00:00, 107MB/s]\n", + "Downloading file: 100%|████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 5.57M/5.57M [00:00<00:00, 26.9MB/s]\n" + ] + } + ], + "source": [ + "import requests\n", + "import os\n", + "from tqdm import tqdm\n", + "\n", + "def download_file(link, file_name):\n", + " response = requests.get(link, stream=True)\n", + " if os.path.exists(file_name):\n", + " print(f\"The file {file_name} already exists, the file won't be downloaded\")\n", + " return\n", + " total_size = int(response.headers.get('content-length', 0))\n", + " \n", + " with open(file_name, \"wb\") as f, tqdm(desc=\"Downloading file\", total=total_size, unit='B', unit_scale=True, unit_divisor=1024,) as bar:\n", + " for chunk in response.iter_content(chunk_size=1024):\n", + " if chunk:\n", + " f.write(chunk)\n", + " bar.update(len(chunk)) # Update progress bar by the chunk size\n", + " \n", + "model_file_name = \"ms2deepscore_model.pt\"\n", + "case_study_spectra_file_name = \"case_study_spectra.mgf\"\n", + "\n", + "download_file(\"https://zenodo.org/records/14290920/files/settings.json?download=1\", \"ms2deepscore_settings.json\")\n", + "download_file(\"https://zenodo.org/records/14290920/files/ms2deepscore_model.pt?download=1\", model_file_name)\n", + "download_file(\"https://zenodo.org/records/14535374/files/cleaned_spectra_pos_neg_with_numbering.mgf?download=1\", case_study_spectra_file_name)\n" + ] + }, { "cell_type": "markdown", "id": "fa3c0313-7898-4bbb-9b69-c63b02badfd2", @@ -19,7 +70,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 6, "id": "53a7944c-19e5-450c-a931-5f46ff0459be", "metadata": {}, "outputs": [ @@ -34,8 +85,7 @@ ], "source": [ "from ms2deepscore.models import load_model\n", - "filename_model = \"../../../data/pytorch/new_corinna_included/trained_models/both_mode_precursor_mz_ionmode_10000_layers_500_embedding_2024_11_21_11_23_17/ms2deepscore_model.pt\"\n", - "model = load_model(filename_model)" + "model = load_model(model_file_name)" ] }, { @@ -49,7 +99,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 7, "id": "a3afc943-9e07-4649-8e7b-dbae5e4f8656", "metadata": {}, "outputs": [ @@ -57,16 +107,16 @@ "name": "stdout", "output_type": "stream", "text": [ - "2024-12-18 20:00:29,480:WARNING:matchms:Pipeline:No logging file was defined.Logging messages will not be written to file.\n", - "2024-12-18 20:00:29,482:WARNING:matchms:SpectrumProcessor:No filters have been specified, so spectra were not filtered\n" + "2024-12-20 13:19:01,785:WARNING:matchms:Pipeline:No logging file was defined.Logging messages will not be written to file.\n", + "2024-12-20 13:19:01,787:WARNING:matchms:SpectrumProcessor:No filters have been specified, so spectra were not filtered\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "Processing spectra: 2909it [00:01, 2547.50it/s]\n", - "2909it [00:16, 177.01it/s]\n" + "Processing spectra: 2909it [00:00, 3123.46it/s]\n", + "2909it [00:05, 547.08it/s]\n" ] } ], @@ -81,7 +131,7 @@ " ],\n", ")\n", "pipeline = Pipeline(workflow)\n", - "report = pipeline.run( \"../../../data/data_elena/cleaned_spectra_pos_neg_with_numbering.mgf\")" + "report = pipeline.run(case_study_spectra_file_name)" ] }, { @@ -97,7 +147,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 8, "id": "a2ac340d-ddef-44c2-abbd-8b137f404655", "metadata": {}, "outputs": [], @@ -108,7 +158,7 @@ "ms2ds_network = SimilarityNetwork(\n", " identifier_key=\"query_spectrum_nr\",\n", " score_cutoff=0.85, # higher numbers produce more isolated sub-graphs\n", - " max_links=10 , # lower number makes sparser networks\n", + " max_links=10, # lower number makes sparser networks\n", " link_method=\"mutual\", # mutual means: link is only added if in top list of both nodes\n", ")\n", "\n", @@ -159,7 +209,7 @@ "To recreate the case study results:\n", "- Open cytoscape\n", "- Load in the above created graphml file.\n", - "- Load in ms2query annotations as table (see file add_annotations.ipynb)\n", + "- Load in ms2query annotations as table, see file add_annotations.ipynb. Can be downloaded from https://zenodo.org/records/14535374\n", "- Set style settings (or load in a style file)\n", "- Set up chemviz to visualize chemical information.\n", "- Explore your data!" @@ -187,4 +237,4 @@ }, "nbformat": 4, "nbformat_minor": 5 -} \ No newline at end of file +} From 9b22b9d7d1dc3bc0eb271300a6816e61eb348f61 Mon Sep 17 00:00:00 2001 From: niekdejonge Date: Fri, 20 Dec 2024 13:27:29 +0100 Subject: [PATCH 5/8] Added automatic download to visualize_embedding_umap.ipynb --- .../visualize_embedding_umap.ipynb | 881 +++++++----------- 1 file changed, 360 insertions(+), 521 deletions(-) diff --git a/notebooks/case_studies_ms2deepscore_2/visualize_embedding_umap.ipynb b/notebooks/case_studies_ms2deepscore_2/visualize_embedding_umap.ipynb index 312a72b7..9df6e203 100644 --- a/notebooks/case_studies_ms2deepscore_2/visualize_embedding_umap.ipynb +++ b/notebooks/case_studies_ms2deepscore_2/visualize_embedding_umap.ipynb @@ -9,6 +9,66 @@ "This notebooks creates a 2D visualization of the case study spectrum set. By using Umap the multidiminsional embeddings are reduced to 2 dimensions. Annotations are added to make a interactive visualization possible" ] }, + { + "cell_type": "markdown", + "id": "63d16d13-314a-40b3-a24c-97cf666fb0d2", + "metadata": {}, + "source": [ + "# Download model, spectra and annotations" + ] + }, + { + "cell_type": "code", + "execution_count": 204, + "id": "ec6d8df7-cee1-4a75-88ab-ba91e6e7e15d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The file ms2deepscore_settings.json already exists, the file won't be downloaded\n", + "The file ms2deepscore_model.pt already exists, the file won't be downloaded\n", + "The file case_study_spectra.mgf already exists, the file won't be downloaded\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Downloading file: 435kB [00:00, 6.31MB/s]\n" + ] + } + ], + "source": [ + "import requests\n", + "import os\n", + "from tqdm import tqdm\n", + "\n", + "def download_file(link, file_name):\n", + " response = requests.get(link, stream=True)\n", + " if os.path.exists(file_name):\n", + " print(f\"The file {file_name} already exists, the file won't be downloaded\")\n", + " return\n", + " total_size = int(response.headers.get('content-length', 0))\n", + " \n", + " with open(file_name, \"wb\") as f, tqdm(desc=\"Downloading file\", total=total_size, unit='B', unit_scale=True, unit_divisor=1024,) as bar:\n", + " for chunk in response.iter_content(chunk_size=1024):\n", + " if chunk:\n", + " f.write(chunk)\n", + " bar.update(len(chunk)) # Update progress bar by the chunk size\n", + " \n", + "model_file_name = \"ms2deepscore_model.pt\"\n", + "case_study_spectra_file_name = \"case_study_spectra.mgf\"\n", + "ms2query_annotations = \"ms2query_annotations.csv\"\n", + "\n", + "download_file(\"https://zenodo.org/records/14290920/files/settings.json?download=1\", \"ms2deepscore_settings.json\")\n", + "download_file(\"https://zenodo.org/records/14290920/files/ms2deepscore_model.pt?download=1\", model_file_name)\n", + "download_file(\"https://zenodo.org/records/14535374/files/cleaned_spectra_pos_neg_with_numbering.mgf?download=1\", case_study_spectra_file_name)\n", + "download_file(\"https://zenodo.org/records/14535374/files/ms2query_annotations.csv?download=1\", ms2query_annotations)\n", + "\n" + ] + }, { "cell_type": "markdown", "id": "e78d92f0-482d-4d66-8c75-29327549e676", @@ -19,7 +79,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 205, "id": "92ca68ad-86a3-4de8-90d9-ac573c656f25", "metadata": {}, "outputs": [ @@ -27,26 +87,27 @@ "name": "stderr", "output_type": "stream", "text": [ - "/lustre/BIF/nobackup/jonge094/ms2deepscore/ms2deepscore/ms2deepscore/models/load_model.py:34: FutureWarning: You are using `torch.load` with `weights_only=False` (the current default value), which uses the default pickle module implicitly. It is possible to construct malicious pickle data which will execute arbitrary code during unpickling (See https://github.com/pytorch/pytorch/blob/main/SECURITY.md#untrusted-models for more details). In a future release, the default value for `weights_only` will be flipped to `True`. This limits the functions that could be executed during unpickling. Arbitrary objects will no longer be allowed to be loaded via this mode unless they are explicitly allowlisted by the user via `torch.serialization.add_safe_globals`. We recommend you start setting `weights_only=True` for any use case where you don't have full control of the loaded file. Please open an issue on GitHub for any issues related to this experimental feature.\n", - " model_settings = torch.load(filename, map_location=device)\n" + "/lustre/BIF/nobackup/jonge094/ms2deepscore/ms2deepscore/ms2deepscore/models/load_model.py:34: FutureWarning:\n", + "\n", + "You are using `torch.load` with `weights_only=False` (the current default value), which uses the default pickle module implicitly. It is possible to construct malicious pickle data which will execute arbitrary code during unpickling (See https://github.com/pytorch/pytorch/blob/main/SECURITY.md#untrusted-models for more details). In a future release, the default value for `weights_only` will be flipped to `True`. This limits the functions that could be executed during unpickling. Arbitrary objects will no longer be allowed to be loaded via this mode unless they are explicitly allowlisted by the user via `torch.serialization.add_safe_globals`. We recommend you start setting `weights_only=True` for any use case where you don't have full control of the loaded file. Please open an issue on GitHub for any issues related to this experimental feature.\n", + "\n" ] } ], "source": [ "from ms2deepscore.models import load_model\n", - "filename_model = \"../../../data/pytorch/new_corinna_included/trained_models/both_mode_precursor_mz_ionmode_10000_layers_500_embedding_2024_11_21_11_23_17/ms2deepscore_model.pt\"\n", - "model = load_model(filename_model)" + "model = load_model(model_file_name)" ] }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 206, "id": "acb81672-b972-4289-9555-d43e28053723", "metadata": {}, "outputs": [], "source": [ "from ms2deepscore import MS2DeepScore\n", - "ms2ds_model = MS2DeepScore(model)\n" + "ms2ds_model = MS2DeepScore(model)" ] }, { @@ -60,7 +121,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 207, "id": "acaf7229-d93d-48a4-8252-ff14cafc0c7f", "metadata": {}, "outputs": [ @@ -68,14 +129,14 @@ "name": "stderr", "output_type": "stream", "text": [ - "2909it [00:01, 2705.67it/s]\n" + "2909it [00:00, 2995.63it/s]\n" ] } ], "source": [ "from matchms.importing import load_from_mgf\n", "from tqdm import tqdm\n", - "spectra = list(tqdm(load_from_mgf( \"./cleaned_spectra_pos_neg_with_numbering.mgf\")))" + "spectra = list(tqdm(load_from_mgf(case_study_spectra_file_name)))" ] }, { @@ -89,7 +150,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 208, "id": "2361bfbb-cbab-43b2-8e0f-3e705d6ca10f", "metadata": {}, "outputs": [ @@ -97,7 +158,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "2909it [00:15, 186.79it/s]\n" + "2909it [00:03, 896.63it/s]\n" ] } ], @@ -107,7 +168,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 209, "id": "7fc24477-b0c8-4551-8ffc-9a95779eb33c", "metadata": {}, "outputs": [ @@ -117,7 +178,7 @@ "(2909, 500)" ] }, - "execution_count": 5, + "execution_count": 209, "metadata": {}, "output_type": "execute_result" } @@ -139,7 +200,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 210, "id": "c259b80f-5c15-4045-8808-b4c19cbfe134", "metadata": {}, "outputs": [ @@ -147,16 +208,16 @@ "name": "stderr", "output_type": "stream", "text": [ - "/lustre/BIF/nobackup/jonge094/bin/miniconda3/envs/ms2deepscore/lib/python3.11/site-packages/tqdm/auto.py:21: TqdmWarning: IProgress not found. Please update jupyter and ipywidgets. See https://ipywidgets.readthedocs.io/en/stable/user_install.html\n", - " from .autonotebook import tqdm as notebook_tqdm\n", - "/lustre/BIF/nobackup/jonge094/bin/miniconda3/envs/ms2deepscore/lib/python3.11/site-packages/umap/umap_.py:1952: UserWarning: n_jobs value 1 overridden to 1 by setting random_state. Use no seed for parallelism.\n", - " warn(\n" + "/lustre/BIF/nobackup/jonge094/bin/miniconda3/envs/ms2deepscore/lib/python3.11/site-packages/umap/umap_.py:1952: UserWarning:\n", + "\n", + "n_jobs value 1 overridden to 1 by setting random_state. Use no seed for parallelism.\n", + "\n" ] }, { "data": { "text/html": [ - "
UMAP(min_dist=0.2, n_jobs=1, n_neighbors=50, random_state=42, tqdm_kwds={'bar_format': '{desc}: {percentage:3.0f}%| {bar} {n_fmt}/{total_fmt} [{elapsed}]', 'desc': 'Epochs completed', 'disable': True})
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" + "
UMAP(min_dist=0.2, n_jobs=1, n_neighbors=50, random_state=42, tqdm_kwds={'bar_format': '{desc}: {percentage:3.0f}%| {bar} {n_fmt}/{total_fmt} [{elapsed}]', 'desc': 'Epochs completed', 'disable': True})
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" ], "text/plain": [ "UMAP(min_dist=0.2, n_jobs=1, n_neighbors=50, random_state=42, tqdm_kwds={'bar_format': '{desc}: {percentage:3.0f}%| {bar} {n_fmt}/{total_fmt} [{elapsed}]', 'desc': 'Epochs completed', 'disable': True})" ] }, - "execution_count": 6, + "execution_count": 210, "metadata": {}, "output_type": "execute_result" } @@ -592,7 +653,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 211, "id": "1786c188-4bb3-4280-ab2c-2a087553215b", "metadata": {}, "outputs": [], @@ -611,7 +672,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 212, "id": "099e27d9-8935-499b-9c9b-b0889bdf9751", "metadata": {}, "outputs": [], @@ -635,7 +696,7 @@ }, { "cell_type": "code", - "execution_count": 200, + "execution_count": 213, "id": "e00ef86f-22e2-4341-8440-027f2cee5d90", "metadata": {}, "outputs": [], @@ -646,7 +707,7 @@ }, { "cell_type": "code", - "execution_count": 201, + "execution_count": 214, "id": "a632f6a1-1df7-4df8-b24f-586b2e0a223f", "metadata": {}, "outputs": [ @@ -657,7 +718,7 @@ " scrolling=\"no\"\n", " width=\"820px\"\n", " height=\"820\"\n", - " src=\"iframe_figures/figure_201.html\"\n", + " src=\"iframe_figures/figure_214.html\"\n", " frameborder=\"0\"\n", " allowfullscreen\n", ">\n" @@ -696,12 +757,12 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 215, "id": "0a1b2a3e-a5aa-4874-b62a-6a04da225d02", "metadata": {}, "outputs": [], "source": [ - "ms2query_annotations = pd.read_csv(\"./ms2query_and_NPC_annotation.csv\")" + "ms2query_annotations = pd.read_csv(ms2query_annotations)" ] }, { @@ -714,7 +775,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 216, "id": "450c16e6-40d6-4be3-a4a0-4d573614e85e", "metadata": {}, "outputs": [], @@ -724,7 +785,7 @@ }, { "cell_type": "code", - "execution_count": 202, + "execution_count": 217, "id": "f580d61e-a987-45b5-935e-c73ba6069e39", "metadata": { "scrolled": true @@ -737,7 +798,7 @@ " scrolling=\"no\"\n", " width=\"820px\"\n", " height=\"820\"\n", - " src=\"iframe_figures/figure_202.html\"\n", + " src=\"iframe_figures/figure_217.html\"\n", " frameborder=\"0\"\n", " allowfullscreen\n", ">\n" @@ -818,7 +879,7 @@ }, { "cell_type": "code", - "execution_count": 194, + "execution_count": 218, "id": "23dafdaa-5106-4efe-8929-60cc42d435a2", "metadata": {}, "outputs": [ @@ -829,7 +890,7 @@ " scrolling=\"no\"\n", " width=\"820px\"\n", " height=\"820\"\n", - " src=\"iframe_figures/figure_194.html\"\n", + " src=\"iframe_figures/figure_218.html\"\n", " frameborder=\"0\"\n", " allowfullscreen\n", ">\n" @@ -850,7 +911,7 @@ }, { "cell_type": "code", - "execution_count": 142, + "execution_count": 219, "id": "fbd360db-47ce-4d06-8d0a-431495460a67", "metadata": {}, "outputs": [ @@ -870,7 +931,7 @@ }, { "cell_type": "code", - "execution_count": 145, + "execution_count": 220, "id": "4f53c314-2006-4612-89b1-3a725b8f2d8b", "metadata": {}, "outputs": [ @@ -881,7 +942,7 @@ " scrolling=\"no\"\n", " width=\"820px\"\n", " height=\"820\"\n", - " src=\"iframe_figures/figure_145.html\"\n", + " src=\"iframe_figures/figure_220.html\"\n", " frameborder=\"0\"\n", " allowfullscreen\n", ">\n" @@ -911,7 +972,7 @@ }, { "cell_type": "code", - "execution_count": 148, + "execution_count": 221, "id": "53c7e0bd-6592-4d57-8aa4-a1ef8fea3121", "metadata": {}, "outputs": [], @@ -928,7 +989,7 @@ }, { "cell_type": "code", - "execution_count": 150, + "execution_count": 222, "id": "de8e7143-97c2-4780-867b-17fe86276951", "metadata": { "scrolled": true @@ -976,8 +1037,6 @@ " npc_superclass_results\n", " npc_pathway_results\n", " ionmode\n", - " elena_compound_name\n", - " elena_inchikey\n", " \n", " \n", " \n", @@ -990,7 +1049,7 @@ " 0.9240\n", " 0.0007\n", " 355.2637\n", - " 355.263\n", + " 355.2630\n", " BHQCQFFYRZLCQQ\n", " Cholic acid\n", " [H][C@@]12C[C@H](O)CC[C@]1(C)[C@@]1([H])C[C@H](O)[C@]3(C)[C@]([H])(CC[C@@]3([H])[C@]1([H])[C@H](O)C2)[C@H](C)CCC(O)=O\n", @@ -1004,8 +1063,6 @@ " Steroids\n", " Terpenoids\n", " positive\n", - " NaN\n", - " NaN\n", " \n", " \n", " 1857\n", @@ -1014,9 +1071,9 @@ " pos_1487\n", " 1484.0\n", " 0.8788\n", - " 0.002\n", + " 0.0020\n", " 373.2760\n", - " 373.274\n", + " 373.2740\n", " BHQCQFFYRZLCQQ\n", " \"(4R)-4-((3R,5S,7S,8R,9S,10S,12R,13R,17R)-3,7,12-trihydroxy-10,13-dimethylhexadecahydro-1H-cyclopenta[a]phenanthren-17-yl)pentanoic acid\"\n", " [H][C@]1([C@]2(C)[C@H](O)C[C@@]3([H])[C@@]1([H])[C@@H](O)C[C@@]4([H])[C@]3(C)CC[C@@H](O)C4)CC[C@@H]2[C@@H](CCC(O)=O)C\n", @@ -1030,8 +1087,6 @@ " Steroids\n", " Terpenoids\n", " positive\n", - " NaN\n", - " NaN\n", " \n", " \n", " 1865\n", @@ -1042,7 +1097,7 @@ " 0.8788\n", " 0.0016\n", " 355.2646\n", - " 355.263\n", + " 355.2630\n", " BHQCQFFYRZLCQQ\n", " Cholic acid\n", " C[C@H](CCC(=O)O)[C@H]1CC[C@@H]2[C@@]1([C@H](C[C@H]3[C@H]2[C@@H](C[C@H]4[C@@]3(CC[C@H](C4)O)C)O)O)C\n", @@ -1056,8 +1111,6 @@ " Steroids\n", " Terpenoids\n", " positive\n", - " NaN\n", - " NaN\n", " \n", " \n", " 259\n", @@ -1082,8 +1135,6 @@ " Steroids\n", " Terpenoids\n", " negative\n", - " Cholic acid | Ursocholic acid\n", - " BHQCQFFYRZLCQQ-OELDTZBJSA-N | BHQCQFFYRZLCQQ-UTLSPDKDSA-N\n", " \n", " \n", " 2573\n", @@ -1094,7 +1145,7 @@ " 0.8788\n", " 0.0016\n", " 355.2646\n", - " 355.263\n", + " 355.2630\n", " BHQCQFFYRZLCQQ\n", " Cholic acid\n", " C[C@H](CCC(=O)O)[C@H]1CC[C@@H]2[C@@]1([C@H](C[C@H]3[C@H]2[C@@H](C[C@H]4[C@@]3(CC[C@H](C4)O)C)O)O)C\n", @@ -1108,8 +1159,6 @@ " Steroids\n", " Terpenoids\n", " positive\n", - " NaN\n", - " NaN\n", " \n", " \n", " 2566\n", @@ -1118,9 +1167,9 @@ " pos_690\n", " 688.0\n", " 0.8788\n", - " 0.002\n", + " 0.0020\n", " 373.2760\n", - " 373.274\n", + " 373.2740\n", " BHQCQFFYRZLCQQ\n", " \"(4R)-4-((3R,5S,7S,8R,9S,10S,12R,13R,17R)-3,7,12-trihydroxy-10,13-dimethylhexadecahydro-1H-cyclopenta[a]phenanthren-17-yl)pentanoic acid\"\n", " [H][C@]1([C@]2(C)[C@H](O)C[C@@]3([H])[C@@]1([H])[C@@H](O)C[C@@]4([H])[C@]3(C)CC[C@@H](O)C4)CC[C@@H]2[C@@H](CCC(O)=O)C\n", @@ -1134,8 +1183,6 @@ " Steroids\n", " Terpenoids\n", " positive\n", - " NaN\n", - " NaN\n", " \n", " \n", " 1936\n", @@ -1146,7 +1193,7 @@ " 0.9240\n", " 0.0007\n", " 355.2637\n", - " 355.263\n", + " 355.2630\n", " BHQCQFFYRZLCQQ\n", " Cholic acid\n", " [H][C@@]12C[C@H](O)CC[C@]1(C)[C@@]1([H])C[C@H](O)[C@]3(C)[C@]([H])(CC[C@@]3([H])[C@]1([H])[C@H](O)C2)[C@H](C)CCC(O)=O\n", @@ -1160,8 +1207,6 @@ " Steroids\n", " Terpenoids\n", " positive\n", - " NaN\n", - " NaN\n", " \n", " \n", " 602\n", @@ -1186,8 +1231,6 @@ " Pseudoalkaloids\n", " Alkaloids\n", " negative\n", - " Hypoxanthine\n", - " FDGQSTZJBFJUBT-UHFFFAOYSA-N\n", " \n", " \n", " 2878\n", @@ -1196,7 +1239,7 @@ " pos_971\n", " 969.0\n", " 0.9150\n", - " 0.002\n", + " 0.0020\n", " 137.0441\n", " 137.0461\n", " FDGQSTZJBFJUBT\n", @@ -1212,8 +1255,6 @@ " Pseudoalkaloids\n", " Alkaloids\n", " positive\n", - " NaN\n", - " NaN\n", " \n", " \n", " 1993\n", @@ -1222,7 +1263,7 @@ " pos_174\n", " 173.0\n", " 0.9150\n", - " 0.002\n", + " 0.0020\n", " 137.0441\n", " 137.0461\n", " FDGQSTZJBFJUBT\n", @@ -1238,8 +1279,6 @@ " Pseudoalkaloids\n", " Alkaloids\n", " positive\n", - " NaN\n", - " NaN\n", " \n", " \n", " 2096\n", @@ -1248,9 +1287,9 @@ " pos_267\n", " 266.0\n", " 0.9150\n", - " 0.001\n", + " 0.0010\n", " 167.0570\n", - " 167.056\n", + " 167.0560\n", " GMSNIKWWOQHZGF\n", " oxoguanine\n", " Cn1c2c(c(=O)[nH]c1=O)[nH]cn2\n", @@ -1264,8 +1303,6 @@ " Pseudoalkaloids\n", " Alkaloids\n", " positive\n", - " 7-Methylxanthine\n", - " PFWLFWPASULGAN-UHFFFAOYSA-N\n", " \n", " \n", " 1388\n", @@ -1274,9 +1311,9 @@ " pos_1064\n", " 1062.0\n", " 0.9150\n", - " 0.001\n", + " 0.0010\n", " 167.0570\n", - " 167.056\n", + " 167.0560\n", " GMSNIKWWOQHZGF\n", " oxoguanine\n", " Cn1c2c(c(=O)[nH]c1=O)[nH]cn2\n", @@ -1290,8 +1327,6 @@ " Pseudoalkaloids\n", " Alkaloids\n", " positive\n", - " 7-Methylxanthine\n", - " PFWLFWPASULGAN-UHFFFAOYSA-N\n", " \n", " \n", " 688\n", @@ -1300,7 +1335,7 @@ " neg_434\n", " 2025.0\n", " 0.8231\n", - " 0.0\n", + " 0.0000\n", " 165.0418\n", " 165.0418\n", " GMSNIKWWOQHZGF\n", @@ -1316,8 +1351,6 @@ " Pseudoalkaloids\n", " Alkaloids\n", " negative\n", - " NaN\n", - " NaN\n", " \n", " \n", " 156\n", @@ -1342,8 +1375,6 @@ " Lignans\n", " Shikimates and Phenylpropanoids\n", " negative\n", - " NaN\n", - " NaN\n", " \n", " \n", " 2609\n", @@ -1368,8 +1399,6 @@ " Lignans\n", " Shikimates and Phenylpropanoids\n", " positive\n", - " NaN\n", - " NaN\n", " \n", " \n", " 1901\n", @@ -1394,8 +1423,6 @@ " Lignans\n", " Shikimates and Phenylpropanoids\n", " positive\n", - " NaN\n", - " NaN\n", " \n", " \n", " 2026\n", @@ -1406,7 +1433,7 @@ " 0.9132\n", " 0.0003\n", " 265.1183\n", - " 265.118\n", + " 265.1180\n", " JFLIEFSWGNOPJJ\n", " phenylacetylglutamine\n", " C1=CC=C(C=C1)CC(=O)N[C@@H](CCC(=O)N)C(=O)O\n", @@ -1416,12 +1443,10 @@ " Carboxylic acids and derivatives\n", " Amino acids, peptides, and analogues\n", " N-acyl-alpha amino acids\n", - " unknown\n", - " unknown\n", + " NaN\n", + " NaN\n", " Shikimates and Phenylpropanoids\n", " positive\n", - " Phenylacetylglutamine\n", - " JFLIEFSWGNOPJJ-JTQLQIEISA-N\n", " \n", " \n", " 917\n", @@ -1442,12 +1467,10 @@ " unknown\n", " unknown\n", " unknown\n", - " unknown\n", - " unknown\n", - " unknown\n", - " negative\n", " NaN\n", " NaN\n", + " NaN\n", + " negative\n", " \n", " \n", " 1318\n", @@ -1458,7 +1481,7 @@ " 0.9132\n", " 0.0003\n", " 265.1183\n", - " 265.118\n", + " 265.1180\n", " JFLIEFSWGNOPJJ\n", " phenylacetylglutamine\n", " C1=CC=C(C=C1)CC(=O)N[C@@H](CCC(=O)N)C(=O)O\n", @@ -1468,12 +1491,10 @@ " Carboxylic acids and derivatives\n", " Amino acids, peptides, and analogues\n", " N-acyl-alpha amino acids\n", - " unknown\n", - " unknown\n", + " NaN\n", + " NaN\n", " Shikimates and Phenylpropanoids\n", " positive\n", - " Phenylacetylglutamine\n", - " JFLIEFSWGNOPJJ-JTQLQIEISA-N\n", " \n", " \n", " 1107\n", @@ -1494,12 +1515,10 @@ " unknown\n", " unknown\n", " unknown\n", - " unknown\n", - " unknown\n", - " unknown\n", - " negative\n", " NaN\n", " NaN\n", + " NaN\n", + " negative\n", " \n", " \n", " 1014\n", @@ -1520,12 +1539,10 @@ " unknown\n", " unknown\n", " unknown\n", - " unknown\n", - " unknown\n", - " unknown\n", - " negative\n", " NaN\n", " NaN\n", + " NaN\n", + " negative\n", " \n", " \n", " 103\n", @@ -1546,12 +1563,10 @@ " unknown\n", " unknown\n", " unknown\n", - " unknown\n", - " unknown\n", - " unknown\n", - " negative\n", " NaN\n", " NaN\n", + " NaN\n", + " negative\n", " \n", " \n", " 146\n", @@ -1572,12 +1587,10 @@ " unknown\n", " unknown\n", " unknown\n", - " unknown\n", - " unknown\n", - " unknown\n", - " negative\n", " NaN\n", " NaN\n", + " NaN\n", + " negative\n", " \n", " \n", " 426\n", @@ -1598,12 +1611,10 @@ " unknown\n", " unknown\n", " unknown\n", - " unknown\n", - " unknown\n", - " unknown\n", - " negative\n", " NaN\n", " NaN\n", + " NaN\n", + " negative\n", " \n", " \n", " 731\n", @@ -1612,7 +1623,7 @@ " neg_473\n", " 2064.0\n", " 0.8752\n", - " 0.001\n", + " 0.0010\n", " 263.1047\n", " 263.1037\n", " JFLIEFSWGNOPJJ\n", @@ -1624,12 +1635,10 @@ " unknown\n", " unknown\n", " unknown\n", - " unknown\n", - " unknown\n", - " unknown\n", - " negative\n", " NaN\n", " NaN\n", + " NaN\n", + " negative\n", " \n", " \n", " 522\n", @@ -1638,7 +1647,7 @@ " neg_285\n", " 1876.0\n", " 0.8752\n", - " 0.001\n", + " 0.0010\n", " 263.1047\n", " 263.1037\n", " JFLIEFSWGNOPJJ\n", @@ -1650,12 +1659,10 @@ " unknown\n", " unknown\n", " unknown\n", - " unknown\n", - " unknown\n", - " unknown\n", - " negative\n", " NaN\n", " NaN\n", + " NaN\n", + " negative\n", " \n", " \n", " 589\n", @@ -1676,12 +1683,10 @@ " unknown\n", " unknown\n", " unknown\n", - " unknown\n", - " unknown\n", - " unknown\n", - " negative\n", " NaN\n", " NaN\n", + " NaN\n", + " negative\n", " \n", " \n", " 826\n", @@ -1690,7 +1695,7 @@ " neg_559\n", " 2150.0\n", " 0.8752\n", - " 0.0\n", + " 0.0000\n", " 263.1037\n", " 263.1037\n", " JFLIEFSWGNOPJJ\n", @@ -1702,12 +1707,10 @@ " unknown\n", " unknown\n", " unknown\n", - " unknown\n", - " unknown\n", - " unknown\n", - " negative\n", " NaN\n", " NaN\n", + " NaN\n", + " negative\n", " \n", " \n", " 665\n", @@ -1728,12 +1731,10 @@ " unknown\n", " unknown\n", " unknown\n", - " unknown\n", - " unknown\n", - " unknown\n", - " negative\n", " NaN\n", " NaN\n", + " NaN\n", + " negative\n", " \n", " \n", " 601\n", @@ -1744,7 +1745,7 @@ " 0.8263\n", " 0.0003\n", " 167.0213\n", - " 167.021\n", + " 167.0210\n", " LEHOTFFKMJEONL\n", " Uric acid\n", " O=C1C2=C(NC(N2)=O)NC(N1)=O\n", @@ -1758,8 +1759,6 @@ " Pseudoalkaloids\n", " Alkaloids\n", " negative\n", - " Uric acid\n", - " LEHOTFFKMJEONL-UHFFFAOYSA-N\n", " \n", " \n", " 465\n", @@ -1770,7 +1769,7 @@ " 0.8263\n", " 0.0001\n", " 167.0211\n", - " 167.021\n", + " 167.0210\n", " LEHOTFFKMJEONL\n", " Uric acid\n", " O=C1C2=C(NC(N2)=O)NC(N1)=O\n", @@ -1784,8 +1783,6 @@ " Pseudoalkaloids\n", " Alkaloids\n", " negative\n", - " Uric acid\n", - " LEHOTFFKMJEONL-UHFFFAOYSA-N\n", " \n", " \n", " 2303\n", @@ -1794,7 +1791,7 @@ " pos_453\n", " 451.0\n", " 0.9059\n", - " 0.004\n", + " 0.0040\n", " 169.0316\n", " 169.0356\n", " LEHOTFFKMJEONL\n", @@ -1810,8 +1807,6 @@ " Pseudoalkaloids\n", " Alkaloids\n", " positive\n", - " NaN\n", - " NaN\n", " \n", " \n", " 897\n", @@ -1822,7 +1817,7 @@ " 0.8250\n", " 0.0012\n", " 167.0198\n", - " 167.021\n", + " 167.0210\n", " LEHOTFFKMJEONL\n", " Uric acid\n", " O=C1C2=C(NC(N2)=O)NC(N1)=O\n", @@ -1836,8 +1831,6 @@ " Pseudoalkaloids\n", " Alkaloids\n", " negative\n", - " Uric acid\n", - " LEHOTFFKMJEONL-UHFFFAOYSA-N\n", " \n", " \n", " 1595\n", @@ -1846,7 +1839,7 @@ " pos_1250\n", " 1247.0\n", " 0.9059\n", - " 0.004\n", + " 0.0040\n", " 169.0316\n", " 169.0356\n", " LEHOTFFKMJEONL\n", @@ -1862,8 +1855,6 @@ " Pseudoalkaloids\n", " Alkaloids\n", " positive\n", - " NaN\n", - " NaN\n", " \n", " \n", " 684\n", @@ -1874,7 +1865,7 @@ " 0.8263\n", " 0.0003\n", " 167.0207\n", - " 167.021\n", + " 167.0210\n", " LEHOTFFKMJEONL\n", " Uric acid\n", " O=C1C2=C(NC(N2)=O)NC(N1)=O\n", @@ -1888,8 +1879,6 @@ " Pseudoalkaloids\n", " Alkaloids\n", " negative\n", - " Uric acid\n", - " LEHOTFFKMJEONL-UHFFFAOYSA-N\n", " \n", " \n", " 783\n", @@ -1900,7 +1889,7 @@ " 0.8257\n", " 0.0001\n", " 167.0209\n", - " 167.021\n", + " 167.0210\n", " LEHOTFFKMJEONL\n", " Uric acid\n", " O=C1C2=C(NC(N2)=O)NC(N1)=O\n", @@ -1914,8 +1903,6 @@ " Pseudoalkaloids\n", " Alkaloids\n", " negative\n", - " Uric acid\n", - " LEHOTFFKMJEONL-UHFFFAOYSA-N\n", " \n", " \n", " 790\n", @@ -1926,7 +1913,7 @@ " 0.8263\n", " 0.0005\n", " 167.0205\n", - " 167.021\n", + " 167.0210\n", " LEHOTFFKMJEONL\n", " Uric acid\n", " O=C1C2=C(NC(N2)=O)NC(N1)=O\n", @@ -1940,8 +1927,6 @@ " Pseudoalkaloids\n", " Alkaloids\n", " negative\n", - " Uric acid\n", - " LEHOTFFKMJEONL-UHFFFAOYSA-N\n", " \n", " \n", " 1454\n", @@ -1966,8 +1951,6 @@ " Pseudoalkaloids\n", " Alkaloids\n", " positive\n", - " NaN\n", - " NaN\n", " \n", " \n", " 2162\n", @@ -1992,8 +1975,6 @@ " Pseudoalkaloids\n", " Alkaloids\n", " positive\n", - " NaN\n", - " NaN\n", " \n", " \n", " 628\n", @@ -2014,12 +1995,10 @@ " unknown\n", " unknown\n", " unknown\n", - " unknown\n", - " unknown\n", - " unknown\n", - " negative\n", " NaN\n", " NaN\n", + " NaN\n", + " negative\n", " \n", " \n", " 801\n", @@ -2028,7 +2007,7 @@ " neg_536\n", " 2127.0\n", " 0.8752\n", - " 0.0\n", + " 0.0000\n", " 195.0524\n", " 195.0524\n", " NOFNCLGCUJJPKU\n", @@ -2040,12 +2019,10 @@ " unknown\n", " unknown\n", " unknown\n", - " unknown\n", - " unknown\n", - " unknown\n", + " NaN\n", + " NaN\n", + " NaN\n", " negative\n", - " 1,7-Dimethyluric acid\n", - " NOFNCLGCUJJPKU-UHFFFAOYSA-N\n", " \n", " \n", " 1460\n", @@ -2070,8 +2047,6 @@ " Pseudoalkaloids\n", " Alkaloids\n", " positive\n", - " Theophylline\n", - " ZFXYFBGIUFBOJW-UHFFFAOYSA-N\n", " \n", " \n", " 577\n", @@ -2096,8 +2071,6 @@ " Pseudoalkaloids\n", " Alkaloids\n", " negative\n", - " Theophylline\n", - " ZFXYFBGIUFBOJW-UHFFFAOYSA-N\n", " \n", " \n", " 504\n", @@ -2122,8 +2095,6 @@ " Pseudoalkaloids\n", " Alkaloids\n", " negative\n", - " Theophylline\n", - " ZFXYFBGIUFBOJW-UHFFFAOYSA-N\n", " \n", " \n", " 2169\n", @@ -2148,8 +2119,6 @@ " Pseudoalkaloids\n", " Alkaloids\n", " positive\n", - " Theophylline\n", - " ZFXYFBGIUFBOJW-UHFFFAOYSA-N\n", " \n", " \n", " 707\n", @@ -2174,8 +2143,6 @@ " Pseudoalkaloids\n", " Alkaloids\n", " negative\n", - " Theophylline\n", - " ZFXYFBGIUFBOJW-UHFFFAOYSA-N\n", " \n", " \n", "\n", @@ -2230,101 +2197,101 @@ "2169 10.609348 12.930508 pos_332 331.0 \n", "707 10.341174 10.225791 neg_451 2042.0 \n", "\n", - " ms2query_model_prediction precursor_mz_difference \\\n", - "2645 0.9240 0.0007 \n", - "1857 0.8788 0.002 \n", - "1865 0.8788 0.0016 \n", - "259 0.9585 0.0006 \n", - "2573 0.8788 0.0016 \n", - "2566 0.8788 0.002 \n", - "1936 0.9240 0.0007 \n", - "602 0.8124 0.0003 \n", - "2878 0.9150 0.002 \n", - "1993 0.9150 0.002 \n", - "2096 0.9150 0.001 \n", - "1388 0.9150 0.001 \n", - "688 0.8231 0.0 \n", - "156 0.9569 0.0004 \n", - "2609 0.8020 0.0014 \n", - "1901 0.8020 0.0014 \n", - "2026 0.9132 0.0003 \n", - "917 0.8752 0.0003 \n", - "1318 0.9132 0.0003 \n", - "1107 0.8752 0.0003 \n", - "1014 0.8752 0.0004 \n", - "103 0.8752 0.0003 \n", - "146 0.8752 0.0039 \n", - "426 0.8752 0.0035 \n", - "731 0.8752 0.001 \n", - "522 0.8752 0.001 \n", - "589 0.8752 0.0001 \n", - "826 0.8752 0.0 \n", - "665 0.8752 0.0003 \n", - "601 0.8263 0.0003 \n", - "465 0.8263 0.0001 \n", - "2303 0.9059 0.004 \n", - "897 0.8250 0.0012 \n", - "1595 0.9059 0.004 \n", - "684 0.8263 0.0003 \n", - "783 0.8257 0.0001 \n", - "790 0.8263 0.0005 \n", - "1454 0.9150 0.0023 \n", - "2162 0.9150 0.0023 \n", - "628 0.8752 0.0031 \n", - "801 0.8752 0.0 \n", - "1460 0.9150 0.0004 \n", - "577 0.8732 0.0009 \n", - "504 0.8732 0.0001 \n", - "2169 0.9150 0.0004 \n", - "707 0.8732 0.0001 \n", - "\n", - " precursor_mz_query_spectrum precursor_mz_analog inchikey \\\n", - "2645 355.2637 355.263 BHQCQFFYRZLCQQ \n", - "1857 373.2760 373.274 BHQCQFFYRZLCQQ \n", - "1865 355.2646 355.263 BHQCQFFYRZLCQQ \n", - "259 407.2797 407.2803 BHQCQFFYRZLCQQ \n", - "2573 355.2646 355.263 BHQCQFFYRZLCQQ \n", - "2566 373.2760 373.274 BHQCQFFYRZLCQQ \n", - "1936 355.2637 355.263 BHQCQFFYRZLCQQ \n", - "602 135.0315 135.0312 FDGQSTZJBFJUBT \n", - "2878 137.0441 137.0461 FDGQSTZJBFJUBT \n", - "1993 137.0441 137.0461 FDGQSTZJBFJUBT \n", - "2096 167.0570 167.056 GMSNIKWWOQHZGF \n", - "1388 167.0570 167.056 GMSNIKWWOQHZGF \n", - "688 165.0418 165.0418 GMSNIKWWOQHZGF \n", - "156 297.1128 297.1132 HVDGDHBAMCBBLR \n", - "2609 299.1292 299.1278 HVDGDHBAMCBBLR \n", - "1901 299.1292 299.1278 HVDGDHBAMCBBLR \n", - "2026 265.1183 265.118 JFLIEFSWGNOPJJ \n", - "917 263.1040 263.1037 JFLIEFSWGNOPJJ \n", - "1318 265.1183 265.118 JFLIEFSWGNOPJJ \n", - "1107 263.1040 263.1037 JFLIEFSWGNOPJJ \n", - "1014 263.1041 263.1037 JFLIEFSWGNOPJJ \n", - "103 263.1034 263.1037 JFLIEFSWGNOPJJ \n", - "146 263.1076 263.1037 JFLIEFSWGNOPJJ \n", - "426 263.1072 263.1037 JFLIEFSWGNOPJJ \n", - "731 263.1047 263.1037 JFLIEFSWGNOPJJ \n", - "522 263.1047 263.1037 JFLIEFSWGNOPJJ \n", - "589 263.1036 263.1037 JFLIEFSWGNOPJJ \n", - "826 263.1037 263.1037 JFLIEFSWGNOPJJ \n", - "665 263.1034 263.1037 JFLIEFSWGNOPJJ \n", - "601 167.0213 167.021 LEHOTFFKMJEONL \n", - "465 167.0211 167.021 LEHOTFFKMJEONL \n", - "2303 169.0316 169.0356 LEHOTFFKMJEONL \n", - "897 167.0198 167.021 LEHOTFFKMJEONL \n", - "1595 169.0316 169.0356 LEHOTFFKMJEONL \n", - "684 167.0207 167.021 LEHOTFFKMJEONL \n", - "783 167.0209 167.021 LEHOTFFKMJEONL \n", - "790 167.0205 167.021 LEHOTFFKMJEONL \n", - "1454 197.0646 197.0669 NOFNCLGCUJJPKU \n", - "2162 197.0646 197.0669 NOFNCLGCUJJPKU \n", - "628 195.0569 195.0538 NOFNCLGCUJJPKU \n", - "801 195.0524 195.0524 NOFNCLGCUJJPKU \n", - "1460 181.0727 181.0723 ZFXYFBGIUFBOJW \n", - "577 179.0565 179.0574 ZFXYFBGIUFBOJW \n", - "504 179.0575 179.0574 ZFXYFBGIUFBOJW \n", - "2169 181.0727 181.0723 ZFXYFBGIUFBOJW \n", - "707 179.0575 179.0574 ZFXYFBGIUFBOJW \n", + " ms2query_model_prediction precursor_mz_difference \\\n", + "2645 0.9240 0.0007 \n", + "1857 0.8788 0.0020 \n", + "1865 0.8788 0.0016 \n", + "259 0.9585 0.0006 \n", + "2573 0.8788 0.0016 \n", + "2566 0.8788 0.0020 \n", + "1936 0.9240 0.0007 \n", + "602 0.8124 0.0003 \n", + "2878 0.9150 0.0020 \n", + "1993 0.9150 0.0020 \n", + "2096 0.9150 0.0010 \n", + "1388 0.9150 0.0010 \n", + "688 0.8231 0.0000 \n", + "156 0.9569 0.0004 \n", + "2609 0.8020 0.0014 \n", + "1901 0.8020 0.0014 \n", + "2026 0.9132 0.0003 \n", + "917 0.8752 0.0003 \n", + "1318 0.9132 0.0003 \n", + "1107 0.8752 0.0003 \n", + "1014 0.8752 0.0004 \n", + "103 0.8752 0.0003 \n", + "146 0.8752 0.0039 \n", + "426 0.8752 0.0035 \n", + "731 0.8752 0.0010 \n", + "522 0.8752 0.0010 \n", + "589 0.8752 0.0001 \n", + "826 0.8752 0.0000 \n", + "665 0.8752 0.0003 \n", + "601 0.8263 0.0003 \n", + "465 0.8263 0.0001 \n", + "2303 0.9059 0.0040 \n", + "897 0.8250 0.0012 \n", + "1595 0.9059 0.0040 \n", + "684 0.8263 0.0003 \n", + "783 0.8257 0.0001 \n", + "790 0.8263 0.0005 \n", + "1454 0.9150 0.0023 \n", + "2162 0.9150 0.0023 \n", + "628 0.8752 0.0031 \n", + "801 0.8752 0.0000 \n", + "1460 0.9150 0.0004 \n", + "577 0.8732 0.0009 \n", + "504 0.8732 0.0001 \n", + "2169 0.9150 0.0004 \n", + "707 0.8732 0.0001 \n", + "\n", + " precursor_mz_query_spectrum precursor_mz_analog inchikey \\\n", + "2645 355.2637 355.2630 BHQCQFFYRZLCQQ \n", + "1857 373.2760 373.2740 BHQCQFFYRZLCQQ \n", + "1865 355.2646 355.2630 BHQCQFFYRZLCQQ \n", + "259 407.2797 407.2803 BHQCQFFYRZLCQQ \n", + "2573 355.2646 355.2630 BHQCQFFYRZLCQQ \n", + "2566 373.2760 373.2740 BHQCQFFYRZLCQQ \n", + "1936 355.2637 355.2630 BHQCQFFYRZLCQQ \n", + "602 135.0315 135.0312 FDGQSTZJBFJUBT \n", + "2878 137.0441 137.0461 FDGQSTZJBFJUBT \n", + "1993 137.0441 137.0461 FDGQSTZJBFJUBT \n", + "2096 167.0570 167.0560 GMSNIKWWOQHZGF \n", + "1388 167.0570 167.0560 GMSNIKWWOQHZGF \n", + "688 165.0418 165.0418 GMSNIKWWOQHZGF \n", + "156 297.1128 297.1132 HVDGDHBAMCBBLR \n", + "2609 299.1292 299.1278 HVDGDHBAMCBBLR \n", + "1901 299.1292 299.1278 HVDGDHBAMCBBLR \n", + "2026 265.1183 265.1180 JFLIEFSWGNOPJJ \n", + "917 263.1040 263.1037 JFLIEFSWGNOPJJ \n", + "1318 265.1183 265.1180 JFLIEFSWGNOPJJ \n", + "1107 263.1040 263.1037 JFLIEFSWGNOPJJ \n", + "1014 263.1041 263.1037 JFLIEFSWGNOPJJ \n", + "103 263.1034 263.1037 JFLIEFSWGNOPJJ \n", + "146 263.1076 263.1037 JFLIEFSWGNOPJJ \n", + "426 263.1072 263.1037 JFLIEFSWGNOPJJ \n", + "731 263.1047 263.1037 JFLIEFSWGNOPJJ \n", + "522 263.1047 263.1037 JFLIEFSWGNOPJJ \n", + "589 263.1036 263.1037 JFLIEFSWGNOPJJ \n", + "826 263.1037 263.1037 JFLIEFSWGNOPJJ \n", + "665 263.1034 263.1037 JFLIEFSWGNOPJJ \n", + "601 167.0213 167.0210 LEHOTFFKMJEONL \n", + "465 167.0211 167.0210 LEHOTFFKMJEONL \n", + "2303 169.0316 169.0356 LEHOTFFKMJEONL \n", + "897 167.0198 167.0210 LEHOTFFKMJEONL \n", + "1595 169.0316 169.0356 LEHOTFFKMJEONL \n", + "684 167.0207 167.0210 LEHOTFFKMJEONL \n", + "783 167.0209 167.0210 LEHOTFFKMJEONL \n", + "790 167.0205 167.0210 LEHOTFFKMJEONL \n", + "1454 197.0646 197.0669 NOFNCLGCUJJPKU \n", + "2162 197.0646 197.0669 NOFNCLGCUJJPKU \n", + "628 195.0569 195.0538 NOFNCLGCUJJPKU \n", + "801 195.0524 195.0524 NOFNCLGCUJJPKU \n", + "1460 181.0727 181.0723 ZFXYFBGIUFBOJW \n", + "577 179.0565 179.0574 ZFXYFBGIUFBOJW \n", + "504 179.0575 179.0574 ZFXYFBGIUFBOJW \n", + "2169 181.0727 181.0723 ZFXYFBGIUFBOJW \n", + "707 179.0575 179.0574 ZFXYFBGIUFBOJW \n", "\n", " analog_compound_name \\\n", "2645 Cholic acid \n", @@ -2631,19 +2598,19 @@ "156 Dibenzylbutyrolactone lignans Lignans \n", "2609 Dibenzylbutyrolactone lignans Lignans \n", "1901 Dibenzylbutyrolactone lignans Lignans \n", - "2026 unknown unknown \n", - "917 unknown unknown \n", - "1318 unknown unknown \n", - "1107 unknown unknown \n", - "1014 unknown unknown \n", - "103 unknown unknown \n", - "146 unknown unknown \n", - "426 unknown unknown \n", - "731 unknown unknown \n", - "522 unknown unknown \n", - "589 unknown unknown \n", - "826 unknown unknown \n", - "665 unknown unknown \n", + "2026 NaN NaN \n", + "917 NaN NaN \n", + "1318 NaN NaN \n", + "1107 NaN NaN \n", + "1014 NaN NaN \n", + "103 NaN NaN \n", + "146 NaN NaN \n", + "426 NaN NaN \n", + "731 NaN NaN \n", + "522 NaN NaN \n", + "589 NaN NaN \n", + "826 NaN NaN \n", + "665 NaN NaN \n", "601 Purine alkaloids Pseudoalkaloids \n", "465 Purine alkaloids Pseudoalkaloids \n", "2303 Purine alkaloids Pseudoalkaloids \n", @@ -2654,160 +2621,64 @@ "790 Purine alkaloids Pseudoalkaloids \n", "1454 Purine alkaloids Pseudoalkaloids \n", "2162 Purine alkaloids Pseudoalkaloids \n", - "628 unknown unknown \n", - "801 unknown unknown \n", + "628 NaN NaN \n", + "801 NaN NaN \n", "1460 Purine alkaloids Pseudoalkaloids \n", "577 Purine alkaloids Pseudoalkaloids \n", "504 Purine alkaloids Pseudoalkaloids \n", "2169 Purine alkaloids Pseudoalkaloids \n", "707 Purine alkaloids Pseudoalkaloids \n", "\n", - " npc_pathway_results ionmode \\\n", - "2645 Terpenoids positive \n", - "1857 Terpenoids positive \n", - "1865 Terpenoids positive \n", - "259 Terpenoids negative \n", - "2573 Terpenoids positive \n", - "2566 Terpenoids positive \n", - "1936 Terpenoids positive \n", - "602 Alkaloids negative \n", - "2878 Alkaloids positive \n", - "1993 Alkaloids positive \n", - "2096 Alkaloids positive \n", - "1388 Alkaloids positive \n", - "688 Alkaloids negative \n", - "156 Shikimates and Phenylpropanoids negative \n", - "2609 Shikimates and Phenylpropanoids positive \n", - "1901 Shikimates and Phenylpropanoids positive \n", - "2026 Shikimates and Phenylpropanoids positive \n", - "917 unknown negative \n", - "1318 Shikimates and Phenylpropanoids positive \n", - "1107 unknown negative \n", - "1014 unknown negative \n", - "103 unknown negative \n", - "146 unknown negative \n", - "426 unknown negative \n", - "731 unknown negative \n", - "522 unknown negative \n", - "589 unknown negative \n", - "826 unknown negative \n", - "665 unknown negative \n", - "601 Alkaloids negative \n", - "465 Alkaloids negative \n", - "2303 Alkaloids positive \n", - "897 Alkaloids negative \n", - "1595 Alkaloids positive \n", - "684 Alkaloids negative \n", - "783 Alkaloids negative \n", - "790 Alkaloids negative \n", - "1454 Alkaloids positive \n", - "2162 Alkaloids positive \n", - "628 unknown negative \n", - "801 unknown negative \n", - "1460 Alkaloids positive \n", - "577 Alkaloids negative \n", - "504 Alkaloids negative \n", - "2169 Alkaloids positive \n", - "707 Alkaloids negative \n", - "\n", - " elena_compound_name \\\n", - "2645 NaN \n", - "1857 NaN \n", - "1865 NaN \n", - "259 Cholic acid | Ursocholic acid \n", - "2573 NaN \n", - "2566 NaN \n", - "1936 NaN \n", - "602 Hypoxanthine \n", - "2878 NaN \n", - "1993 NaN \n", - "2096 7-Methylxanthine \n", - "1388 7-Methylxanthine \n", - "688 NaN \n", - "156 NaN \n", - "2609 NaN \n", - "1901 NaN \n", - "2026 Phenylacetylglutamine \n", - "917 NaN \n", - "1318 Phenylacetylglutamine \n", - "1107 NaN \n", - "1014 NaN \n", - "103 NaN \n", - "146 NaN \n", - "426 NaN \n", - "731 NaN \n", - "522 NaN \n", - "589 NaN \n", - "826 NaN \n", - "665 NaN \n", - "601 Uric acid \n", - "465 Uric acid \n", - "2303 NaN \n", - "897 Uric acid \n", - "1595 NaN \n", - "684 Uric acid \n", - "783 Uric acid \n", - "790 Uric acid \n", - "1454 NaN \n", - "2162 NaN \n", - "628 NaN \n", - "801 1,7-Dimethyluric acid \n", - "1460 Theophylline \n", - "577 Theophylline \n", - "504 Theophylline \n", - "2169 Theophylline \n", - "707 Theophylline \n", - "\n", - " elena_inchikey \n", - "2645 NaN \n", - "1857 NaN \n", - "1865 NaN \n", - "259 BHQCQFFYRZLCQQ-OELDTZBJSA-N | BHQCQFFYRZLCQQ-UTLSPDKDSA-N \n", - "2573 NaN \n", - "2566 NaN \n", - "1936 NaN \n", - "602 FDGQSTZJBFJUBT-UHFFFAOYSA-N \n", - "2878 NaN \n", - "1993 NaN \n", - "2096 PFWLFWPASULGAN-UHFFFAOYSA-N \n", - "1388 PFWLFWPASULGAN-UHFFFAOYSA-N \n", - "688 NaN \n", - "156 NaN \n", - "2609 NaN \n", - "1901 NaN \n", - "2026 JFLIEFSWGNOPJJ-JTQLQIEISA-N \n", - "917 NaN \n", - "1318 JFLIEFSWGNOPJJ-JTQLQIEISA-N \n", - "1107 NaN \n", - "1014 NaN \n", - "103 NaN \n", - "146 NaN \n", - "426 NaN \n", - "731 NaN \n", - "522 NaN \n", - "589 NaN \n", - "826 NaN \n", - "665 NaN \n", - "601 LEHOTFFKMJEONL-UHFFFAOYSA-N \n", - "465 LEHOTFFKMJEONL-UHFFFAOYSA-N \n", - "2303 NaN \n", - "897 LEHOTFFKMJEONL-UHFFFAOYSA-N \n", - "1595 NaN \n", - "684 LEHOTFFKMJEONL-UHFFFAOYSA-N \n", - "783 LEHOTFFKMJEONL-UHFFFAOYSA-N \n", - "790 LEHOTFFKMJEONL-UHFFFAOYSA-N \n", - "1454 NaN \n", - "2162 NaN \n", - "628 NaN \n", - "801 NOFNCLGCUJJPKU-UHFFFAOYSA-N \n", - "1460 ZFXYFBGIUFBOJW-UHFFFAOYSA-N \n", - "577 ZFXYFBGIUFBOJW-UHFFFAOYSA-N \n", - "504 ZFXYFBGIUFBOJW-UHFFFAOYSA-N \n", - "2169 ZFXYFBGIUFBOJW-UHFFFAOYSA-N \n", - "707 ZFXYFBGIUFBOJW-UHFFFAOYSA-N " + " npc_pathway_results ionmode \n", + "2645 Terpenoids positive \n", + "1857 Terpenoids positive \n", + "1865 Terpenoids positive \n", + "259 Terpenoids negative \n", + "2573 Terpenoids positive \n", + "2566 Terpenoids positive \n", + "1936 Terpenoids positive \n", + "602 Alkaloids negative \n", + "2878 Alkaloids positive \n", + "1993 Alkaloids positive \n", + "2096 Alkaloids positive \n", + "1388 Alkaloids positive \n", + "688 Alkaloids negative \n", + "156 Shikimates and Phenylpropanoids negative \n", + "2609 Shikimates and Phenylpropanoids positive \n", + "1901 Shikimates and Phenylpropanoids positive \n", + "2026 Shikimates and Phenylpropanoids positive \n", + "917 NaN negative \n", + "1318 Shikimates and Phenylpropanoids positive \n", + "1107 NaN negative \n", + "1014 NaN negative \n", + "103 NaN negative \n", + "146 NaN negative \n", + "426 NaN negative \n", + "731 NaN negative \n", + "522 NaN negative \n", + "589 NaN negative \n", + "826 NaN negative \n", + "665 NaN negative \n", + "601 Alkaloids negative \n", + "465 Alkaloids negative \n", + "2303 Alkaloids positive \n", + "897 Alkaloids negative \n", + "1595 Alkaloids positive \n", + "684 Alkaloids negative \n", + "783 Alkaloids negative \n", + "790 Alkaloids negative \n", + "1454 Alkaloids positive \n", + "2162 Alkaloids positive \n", + "628 NaN negative \n", + "801 NaN negative \n", + "1460 Alkaloids positive \n", + "577 Alkaloids negative \n", + "504 Alkaloids negative \n", + "2169 Alkaloids positive \n", + "707 Alkaloids negative " ] }, - "execution_count": 150, + "execution_count": 222, "metadata": {}, "output_type": "execute_result" } @@ -2882,38 +2753,6 @@ "print(selected_spectra[1].metadata)" ] }, - { - "cell_type": "code", - "execution_count": 158, - "id": "0091f48a-d1a7-40e4-a69a-6b130cfd8de2", - "metadata": {}, - "outputs": [], - "source": [ - "cholic_acid_mass = 408.287" - ] - }, - { - "cell_type": "code", - "execution_count": 159, - "id": "ee11e519-4a7f-4e51-8bab-893aaa07322d", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "35.01099999999997\n", - "1.0072999999999865\n" - ] - } - ], - "source": [ - "mass_diff = cholic_acid_mass - selected_spectra[0].get(\"precursor_mz\")\n", - "print(mass_diff)\n", - "mass_diff = cholic_acid_mass - selected_spectra[1].get(\"precursor_mz\")\n", - "print(mass_diff)" - ] - }, { "cell_type": "markdown", "id": "7a6162eb-3cb6-4d71-83fe-baecb84baad3", @@ -3126,4 +2965,4 @@ }, "nbformat": 4, "nbformat_minor": 5 -} \ No newline at end of file +} From 18b8c2751208a7c3d426911a31054130c08c2509 Mon Sep 17 00:00:00 2001 From: niekdejonge Date: Fri, 20 Dec 2024 13:29:38 +0100 Subject: [PATCH 6/8] Only small changes in description --- .../Add_annotations.ipynb | 87 +------------------ 1 file changed, 3 insertions(+), 84 deletions(-) diff --git a/notebooks/case_studies_ms2deepscore_2/Add_annotations.ipynb b/notebooks/case_studies_ms2deepscore_2/Add_annotations.ipynb index e157a225..3d175266 100644 --- a/notebooks/case_studies_ms2deepscore_2/Add_annotations.ipynb +++ b/notebooks/case_studies_ms2deepscore_2/Add_annotations.ipynb @@ -5,8 +5,8 @@ "id": "58805aba-ba26-4fcc-b6dc-886d623e53ad", "metadata": {}, "source": [ - "# Add annotations\n", - "In this notebooks annotations are added.\n", + "# convert annotation files\n", + "In this notebooks multiple annotation files are merged together. \n", "MS2Query annotations are created by running MS2Query on the files \"./cleaned_pos_spectra.mgf\" and \"./cleaned_neg_spectra.mgf\" created in the pre_processing_notebook" ] }, @@ -4062,87 +4062,6 @@ "source": [ "combined_ms2query_results.to_csv(\"ms2query_and_NPC_annotation.csv\")" ] - }, - { - "cell_type": "markdown", - "id": "7434ca90-0612-4523-aec5-4185abb7c73c", - "metadata": {}, - "source": [ - "# Only spectra of interest" - ] - }, - { - "cell_type": "code", - "execution_count": 106, - "id": "3c4ac7dc-5d51-46ff-a141-4b3ee327bc98", - "metadata": {}, - "outputs": [], - "source": [ - "from matchms.importing import load_from_mgf\n", - "all_spectra = list(load_from_mgf(\"cleaned_spectra_pos_neg_with_numbering.mgf\"))" - ] - }, - { - "cell_type": "code", - "execution_count": 108, - "id": "d005a11f-ad52-4c4a-814c-70de5ab03961", - "metadata": {}, - "outputs": [], - "source": [ - "selected_spectra = []\n", - "for spectrum in all_spectra:\n", - " if spectrum.get(\"query_spectrum_nr\") in (\"pos_1198\", \"neg_366\", \"pos_401\", \"neg_316\", \"pos_113\", \"neg_157\", \"pos_970\", \"pos_173\", \n", - " \"neg_1189\", \"pos_1072\", \"pos_274\", \"pos_275\", \"neg_849\", \"neg_1298\", \"neg_1275\",\n", - " \"neg_144\", \"pos_1331\", \"pos_334\", \"neg_543\", \"neg_241\",\n", - " \"pos_432\", \"pos_1220\", \"pos_495\", \"neg_974\", \"neg_970\", \"neg_1170\", \"pos_1292\",\n", - " \"neg_132\", \"pos_977\", \"pos_179\", \"neg_217\", \"pos_935\", \"pos_138\", \"neg_121\",\n", - " \"neg_744\", \"neg_750\", \"pos_1384\", \"pos_587\", \"neg_378\", \"neg_830\", \"neg_939\"):\n", - " selected_spectra.append(spectrum)\n" - ] - }, - { - "cell_type": "code", - "execution_count": 116, - "id": "20d4aa09-6fda-4704-9fd2-b68d489941ad", - "metadata": {}, - "outputs": [], - "source": [ - "from matchms.exporting import save_as_mgf\n", - "save_as_mgf(selected_spectra, \"clustering_spectra.mgf\")" - ] - }, - { - "cell_type": "code", - "execution_count": 115, - "id": "d61c9d2b-e83a-4066-9c01-a2234220ad4d", - "metadata": {}, - "outputs": [], - "source": [ - "selected_results = combined_results[combined_results[\"query_spectrum_nr\"].isin([\"pos_1198\", \"neg_366\", \"pos_401\", \"neg_316\", \"pos_113\", \"neg_157\", \"pos_970\", \"pos_173\", \n", - " \"neg_1189\", \"pos_1072\", \"pos_274\", \"pos_275\", \"neg_849\", \"neg_1298\", \"neg_1275\",\n", - " \"neg_144\", \"pos_1331\", \"pos_334\", \"neg_543\", \"neg_241\",\n", - " \"pos_432\", \"pos_1220\", \"pos_495\", \"neg_974\", \"neg_970\", \"neg_1170\", \"pos_1292\",\n", - " \"neg_132\", \"pos_977\", \"pos_179\", \"neg_217\", \"pos_935\", \"pos_138\", \"neg_121\",\n", - " \"neg_744\", \"neg_750\", \"pos_1384\", \"pos_587\", \"neg_378\", \"neg_830\", \"neg_939\"])]" - ] - }, - { - "cell_type": "code", - "execution_count": 117, - "id": "e3b63ff8-031d-4a8f-8a09-ec86296f4bd6", - "metadata": {}, - "outputs": [], - "source": [ - "selected_results.to_csv(\"selected_clustering_spectra_ms2query_and_NPC_annotation.csv\")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "2663c08e-4cea-4042-8071-50b116bcc4a6", - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { @@ -4161,7 +4080,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.18" + "version": "3.11.9" } }, "nbformat": 4, From 61d5efdf7d18101b326b543fa780968d8b4a4c44 Mon Sep 17 00:00:00 2001 From: niekdejonge Date: Fri, 20 Dec 2024 13:30:43 +0100 Subject: [PATCH 7/8] only change of python version --- .../case_studies_ms2deepscore_2/pre_processing_spectra.ipynb | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/notebooks/case_studies_ms2deepscore_2/pre_processing_spectra.ipynb b/notebooks/case_studies_ms2deepscore_2/pre_processing_spectra.ipynb index 0eae6866..8c900cf8 100644 --- a/notebooks/case_studies_ms2deepscore_2/pre_processing_spectra.ipynb +++ b/notebooks/case_studies_ms2deepscore_2/pre_processing_spectra.ipynb @@ -270,7 +270,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.18" + "version": "3.11.9" } }, "nbformat": 4, From 9d5aba77b2804088f3ada10378ca4fe652df9e44 Mon Sep 17 00:00:00 2001 From: niekdejonge Date: Fri, 20 Dec 2024 13:31:58 +0100 Subject: [PATCH 8/8] Remove graphml, since already on zenodo --- .../ms2ds_graph.graphml | 24803 ---------------- 1 file changed, 24803 deletions(-) delete mode 100644 notebooks/case_studies_ms2deepscore_2/ms2ds_graph.graphml diff --git a/notebooks/case_studies_ms2deepscore_2/ms2ds_graph.graphml b/notebooks/case_studies_ms2deepscore_2/ms2ds_graph.graphml deleted file mode 100644 index 6f4b3fd3..00000000 --- a/notebooks/case_studies_ms2deepscore_2/ms2ds_graph.graphml +++ /dev/null @@ -1,24803 +0,0 @@ - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 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