From 43925cb7038b88b5f759b3e6ae890cca6db14a0d Mon Sep 17 00:00:00 2001 From: Samuli Ollila Date: Wed, 11 Oct 2023 00:12:04 +0300 Subject: [PATCH] Update APL predictor --- Data/APLpredictor/AdaBoostRegressor/model.pkl | Bin 63968 -> 23360 bytes .../DecisionTreeRegressor/model.pkl | Bin 7825 -> 8705 bytes Data/APLpredictor/ElasticNet/model.pkl | Bin 727 -> 695 bytes .../GradientBoostingRegressor/model.pkl | Bin 191356 -> 275148 bytes .../KNeighborsRegressor/model.pkl | Bin 94454 -> 94454 bytes Data/APLpredictor/Lasso/model.pkl | Bin 711 -> 695 bytes Data/APLpredictor/LinearRegression/model.pkl | Bin 696 -> 664 bytes Data/APLpredictor/MLPRegressor/model.pkl | Bin 85759 -> 83967 bytes .../RandomForestRegressor/model.pkl | Bin 129217 -> 196961 bytes Data/APLpredictor/Ridge/model.pkl | Bin 627 -> 595 bytes Data/APLpredictor/gridsearch_log.txt | 1370 ++++ scripts/APLpredictor.ipynb | 5852 ++--------------- 12 files changed, 1878 insertions(+), 5344 deletions(-) diff --git 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\n", "\n", "MODEL NAME: RandomForestRegressor \n", "\n", "REF: Shahane et al. 2019\n", "bacterial membrane\n", "Number of lipids: 132\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.63947919791437 3.839479197914372\n", + "Difference betweer predicted and literature (ML prediction and difference): 59.45673245256084 2.6567324525608456\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "mammalian membrane\n", - "Difference betweer predicted and literature (ML prediction and difference): 43.931550945871415 1.8315509458714132\n", + "Difference betweer predicted and literature (ML prediction and difference): 51.99214986188902 9.892149861889017\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "cancer membrane\n", - "Difference betweer predicted and literature (ML prediction and difference): 56.67283699409778 10.572836994097777\n", + "Difference betweer predicted and literature (ML prediction and difference): 56.018776470784275 9.918776470784273\n", "Sum of fractions (should be 1): 1.01 \n", "\n", "REF: Kumar et al. 2021\n", "M13\n", - "Difference betweer predicted and literature (ML prediction and difference): 57.16760300928472 8.107603009284716\n", + "Difference betweer predicted and literature (ML prediction and difference): 53.91789122480964 4.857891224809634\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M12\n", - "Difference betweer predicted and literature (ML prediction and difference): 63.06652142950269 8.096521429502694\n", + "Difference betweer predicted and literature (ML prediction and difference): 54.15282656794819 -0.8171734320518098\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M11\n", - "Difference betweer predicted and literature (ML prediction and difference): 61.02047235089921 6.400472350899214\n", + "Difference betweer predicted and literature (ML prediction and difference): 57.26858455040738 2.648584550407385\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M10\n", - "Difference betweer predicted and literature (ML prediction and difference): 61.02047235089921 5.180472350899208\n", + "Difference betweer predicted and literature (ML prediction and difference): 57.16213447966416 1.3221344796641574\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M9\n", - "Difference betweer predicted and literature (ML prediction and difference): 52.54953427164377 7.009534271643773\n", + "Difference betweer predicted and literature (ML prediction and difference): 53.03893133214153 7.498931332141531\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M8\n", - "Difference betweer predicted and literature (ML prediction and difference): 58.09396708499833 -0.3760329150016659\n", + "Difference betweer predicted and literature (ML prediction and difference): 57.15332767761639 -1.31667232238361\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M7\n", - "Difference betweer predicted and literature (ML prediction and difference): 44.171416962704 -1.6285830372959964\n", + "Difference betweer predicted and literature (ML prediction and difference): 51.216948243209316 5.416948243209319\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M6\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.62010878489575 3.8201087848957513\n", + "Difference betweer predicted and literature (ML prediction and difference): 55.11420779604854 -1.6857922039514577\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M5\n", - "Difference betweer predicted and literature (ML prediction and difference): 58.3739930509974 -1.326006949002604\n", + "Difference betweer predicted and literature (ML prediction and difference): 58.061775933479794 -1.638224066520209\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M4\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.62010878489575 3.5601087848957462\n", + "Difference betweer predicted and literature (ML prediction and difference): 58.55659855798333 1.4965985579833259\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M3\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.34404379830422 0.824043798304217\n", + "Difference betweer predicted and literature (ML prediction and difference): 60.366154159161 0.8461541591609958\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M2\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.815753484773765 3.795753484773762\n", + "Difference betweer predicted and literature (ML prediction and difference): 60.037698932125934 3.0176989321259313\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M1\n", - "Difference betweer predicted and literature (ML prediction and difference): 64.05528848399008 -0.7547115160099196\n", + "Difference betweer predicted and literature (ML prediction and difference): 63.9202081596094 -0.8897918403906004\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "REF: Oliveira et al. 2022\n", "M1\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.62010878489575 -1.479891215104253\n", + "Difference betweer predicted and literature (ML prediction and difference): 59.011579522268 -3.088420477732001\n", "Sum of fractions (should be 1): 0.9999999999999999 \n", "\n", "M2\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.62010878489575 -1.3798912151042515\n", + "Difference betweer predicted and literature (ML prediction and difference): 59.011579522268 -2.9884204777319994\n", "Sum of fractions (should be 1): 0.9999999999999999 \n", "\n", "M3\n", - "Difference betweer predicted and literature (ML prediction and difference): 59.23468705377113 -2.4653129462288703\n", + "Difference betweer predicted and literature (ML prediction and difference): 57.37946007070082 -4.32053992929918\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M4\n", - "Difference betweer predicted and literature (ML prediction and difference): 59.45076816627121 -2.1492318337287912\n", + "Difference betweer predicted and literature (ML prediction and difference): 58.32841815545804 -3.271581844541963\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M5\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.34404379830422 -0.8559562016957827\n", + "Difference betweer predicted and literature (ML prediction and difference): 60.277137600689024 -0.9228623993109792\n", "Sum of fractions (should be 1): 1.0 \n", "\n" ] }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but RandomForestRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but RandomForestRegressor was fitted with feature names\n", - " warnings.warn(\n", - 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\n", + "image/png": 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" ] @@ -6607,155 +1981,107 @@ "metadata": {}, "output_type": "display_data" }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but GradientBoostingRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but GradientBoostingRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but GradientBoostingRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but GradientBoostingRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but GradientBoostingRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but GradientBoostingRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but GradientBoostingRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but GradientBoostingRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but GradientBoostingRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but GradientBoostingRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but GradientBoostingRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but GradientBoostingRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but GradientBoostingRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but GradientBoostingRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but GradientBoostingRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but GradientBoostingRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but GradientBoostingRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but GradientBoostingRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but GradientBoostingRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but GradientBoostingRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but GradientBoostingRegressor was fitted with feature names\n", - " warnings.warn(\n" - ] - }, { "name": "stdout", "output_type": "stream", "text": [ - "OVERALL SCORE (MAE, RMSE, r2, Pearson): 3.5930525348645133 4.583119274850703 0.20893998670551284 0.7860384247731282 \n", + "OVERALL SCORE (MAE, RMSE, r2, Pearson): 3.3577180599357255 4.313359686748819 -1.0109036068400377 0.8394685053592226 \n", "\n", "MODEL NAME: GradientBoostingRegressor \n", "\n", "REF: Shahane et al. 2019\n", "bacterial membrane\n", "Number of lipids: 132\n", - "Difference betweer predicted and literature (ML prediction and difference): 59.68040292299909 2.880402922999096\n", + "Difference betweer predicted and literature (ML prediction and difference): 59.83628613204529 3.0362861320452907\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "mammalian membrane\n", - "Difference betweer predicted and literature (ML prediction and difference): 46.31606360812844 4.216063608128437\n", + "Difference betweer predicted and literature (ML prediction and difference): 44.75473141452143 2.6547314145214287\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "cancer membrane\n", - "Difference betweer predicted and literature (ML prediction and difference): 54.72560129203426 8.625601292034261\n", + "Difference betweer predicted and literature (ML prediction and difference): 53.949018356423245 7.849018356423244\n", "Sum of fractions (should be 1): 1.01 \n", "\n", "REF: Kumar et al. 2021\n", "M13\n", - "Difference betweer predicted and literature (ML prediction and difference): 52.39461514660895 3.3346151466089466\n", + "Difference betweer predicted and literature (ML prediction and difference): 53.47631314364304 4.416313143643038\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M12\n", - "Difference betweer predicted and literature (ML prediction and difference): 62.30379383161044 7.333793831610443\n", + "Difference betweer predicted and literature (ML prediction and difference): 60.215442335971424 5.2454423359714255\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M11\n", - "Difference betweer predicted and literature (ML prediction and difference): 64.1721578622097 9.552157862209704\n", + "Difference betweer predicted and literature (ML prediction and difference): 60.48606312943558 5.866063129435581\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M10\n", - "Difference betweer predicted and literature (ML prediction and difference): 61.19478739076599 5.354787390765985\n", + "Difference betweer predicted and literature (ML prediction and difference): 59.45037478064447 3.610374780644463\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M9\n", - "Difference betweer predicted and literature (ML prediction and difference): 48.25712739494747 2.717127394947468\n", + "Difference betweer predicted and literature (ML prediction and difference): 52.934866398140315 7.394866398140316\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M8\n", - "Difference betweer predicted and literature (ML prediction and difference): 57.61000095425003 -0.8599990457499658\n", + "Difference betweer predicted and literature (ML prediction and difference): 57.48665955945259 -0.9833404405474084\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M7\n", - "Difference betweer predicted and literature (ML prediction and difference): 46.17523670962679 0.37523670962679034\n", + "Difference betweer predicted and literature (ML prediction and difference): 44.20389723433013 -1.596102765669869\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M6\n", - "Difference betweer predicted and literature (ML prediction and difference): 59.76284188525641 2.9628418852564096\n", + "Difference betweer predicted and literature (ML prediction and difference): 59.59398408573558 2.7939840857355804\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M5\n", - "Difference betweer predicted and literature (ML prediction and difference): 61.76082508850458 2.060825088504579\n", + "Difference betweer predicted and literature (ML prediction and difference): 57.85263229773138 -1.8473677022686203\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M4\n", - "Difference betweer predicted and literature (ML prediction and difference): 59.41263092380582 2.352630923805819\n", + "Difference betweer predicted and literature (ML prediction and difference): 59.392437332500364 2.332437332500362\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M3\n", - "Difference betweer predicted and literature (ML prediction and difference): 57.55871640244906 -1.9612835975509455\n", + "Difference betweer predicted and literature (ML prediction and difference): 58.07306582645103 -1.446934173548975\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M2\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.027200665163804 3.0072006651638006\n", + "Difference betweer predicted and literature (ML prediction and difference): 60.11167159774685 3.0916715977468456\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M1\n", - "Difference betweer predicted and literature (ML prediction and difference): 63.95576820603604 -0.8542317939639616\n", + "Difference betweer predicted and literature (ML prediction and difference): 63.93006144675162 -0.8799385532483797\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "REF: Oliveira et al. 2022\n", "M1\n", - "Difference betweer predicted and literature (ML prediction and difference): 58.34410186571041 -3.7558981342895947\n", + "Difference betweer predicted and literature (ML prediction and difference): 58.77564441842259 -3.3243555815774144\n", "Sum of fractions (should be 1): 0.9999999999999999 \n", "\n", "M2\n", - "Difference betweer predicted and literature (ML prediction and difference): 58.34410186571041 -3.6558981342895933\n", + "Difference betweer predicted and literature (ML prediction and difference): 58.77564441842259 -3.224355581577413\n", "Sum of fractions (should be 1): 0.9999999999999999 \n", "\n", "M3\n", - "Difference betweer predicted and literature (ML prediction and difference): 59.764076032242876 -1.9359239677571267\n", + "Difference betweer predicted and literature (ML prediction and difference): 59.94502988477372 -1.7549701152262855\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M4\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.60675089496254 -0.9932491050374637\n", + "Difference betweer predicted and literature (ML prediction and difference): 59.81974520121377 -1.7802547987862312\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M5\n", - "Difference betweer predicted and literature (ML prediction and difference): 54.43110899623716 -6.768891003762846\n", + "Difference betweer predicted and literature (ML prediction and difference): 57.666072837064874 -3.5339271629351288\n", "Sum of fractions (should be 1): 1.0 \n", "\n" ] }, { "data": { - "image/png": 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\n", + "image/png": 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\n", 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" ] @@ -6767,163 +2093,103 @@ "name": "stdout", "output_type": "stream", "text": [ - "OVERALL SCORE (MAE, RMSE, r2, Pearson): 3.5980314049553916 4.384834521832182 0.27787852778454736 0.7643333532149307 \n", + "OVERALL SCORE (MAE, RMSE, r2, Pearson): 3.2696540753425385 3.778432921807061 0.37987706340788796 0.8301671625093413 \n", "\n", "MODEL NAME: AdaBoostRegressor \n", "\n", "REF: Shahane et al. 2019\n", "bacterial membrane\n", "Number of lipids: 132\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.91363301058427 4.113633010584273\n", + "Difference betweer predicted and literature (ML prediction and difference): 60.49841708791102 3.698417087911025\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "mammalian membrane\n", - "Difference betweer predicted and literature (ML prediction and difference): 43.85403069783582 1.754030697835816\n", + "Difference betweer predicted and literature (ML prediction and difference): 44.25114243197834 2.151142431978336\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "cancer membrane\n", - "Difference betweer predicted and literature (ML prediction and difference): 53.265291030116444 7.1652910301164425\n", + "Difference betweer predicted and literature (ML prediction and difference): 53.35724054678053 7.25724054678053\n", "Sum of fractions (should be 1): 1.01 \n", "\n", "REF: Kumar et al. 2021\n", "M13\n", - "Difference betweer predicted and literature (ML prediction and difference): 53.265291030116444 4.205291030116442\n", + "Difference betweer predicted and literature (ML prediction and difference): 53.35724054678053 4.297240546780529\n", "Sum of fractions (should be 1): 1.0 \n", "\n", - "M12\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but AdaBoostRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but AdaBoostRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but AdaBoostRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but AdaBoostRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but AdaBoostRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but AdaBoostRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but AdaBoostRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but AdaBoostRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but AdaBoostRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but AdaBoostRegressor was fitted with feature names\n", - " warnings.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Difference betweer predicted and literature (ML prediction and difference): 60.94763075575538 5.977630755755378\n", + "M12\n", + "Difference betweer predicted and literature (ML prediction and difference): 61.96620518424512 6.99620518424512\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M11\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.94763075575538 6.327630755755379\n", + "Difference betweer predicted and literature (ML prediction and difference): 60.57013527805796 5.950135278057964\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M10\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.94763075575538 5.107630755755373\n", + "Difference betweer predicted and literature (ML prediction and difference): 60.57013527805796 4.730135278057958\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M9\n", - "Difference betweer predicted and literature (ML prediction and difference): 50.32778083946227 4.787780839462272\n", + "Difference betweer predicted and literature (ML prediction and difference): 50.67646743863511 5.136467438635108\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M8\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.616489508101246 2.146489508101247\n", + "Difference betweer predicted and literature (ML prediction and difference): 59.550809849109505 1.0808098491095066\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M7\n", - "Difference betweer predicted and literature (ML prediction and difference): 43.85403069783582 -1.9459693021641797\n", + "Difference betweer predicted and literature (ML prediction and difference): 44.25114243197834 -1.5488575680216599\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M6\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.91363301058427 4.113633010584273\n", + "Difference betweer predicted and literature (ML prediction and difference): 60.49841708791102 3.698417087911025\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M5\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.616489508101246 0.9164895081012432\n", + "Difference betweer predicted and literature (ML prediction and difference): 59.550809849109505 -0.14919015089049736\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M4\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.91363301058427 3.853633010584268\n", + "Difference betweer predicted and literature (ML prediction and difference): 60.49841708791102 3.43841708791102\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M3\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.91363301058427 1.3936330105842671\n", + "Difference betweer predicted and literature (ML prediction and difference): 60.49841708791102 0.9784170879110192\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M2\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.91363301058427 3.893633010584267\n", + "Difference betweer predicted and literature (ML prediction and difference): 60.49841708791102 3.4784170879110192\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M1\n", - "Difference betweer predicted and literature (ML prediction and difference): 63.90467114886946 -0.9053288511305411\n", + "Difference betweer predicted and literature (ML prediction and difference): 63.83337999831763 -0.9766200016823703\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "REF: Oliveira et al. 2022\n", "M1\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.91363301058427 -1.1863669894157312\n", + "Difference betweer predicted and literature (ML prediction and difference): 60.49841708791102 -1.601582912088979\n", "Sum of fractions (should be 1): 0.9999999999999999 \n", "\n", "M2\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.91363301058427 -1.0863669894157297\n", + "Difference betweer predicted and literature (ML prediction and difference): 60.49841708791102 -1.5015829120889777\n", "Sum of fractions (should be 1): 0.9999999999999999 \n", "\n", "M3\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.65425183185391 -1.0457481681460905\n", + "Difference betweer predicted and literature (ML prediction and difference): 60.267863839988436 -1.4321361600115665\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M4\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.616489508101246 -0.9835104918987554\n", + "Difference betweer predicted and literature (ML prediction and difference): 59.550809849109505 -2.049190150890496\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M5\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.91363301058427 -0.2863669894157326\n", + "Difference betweer predicted and literature (ML prediction and difference): 60.49841708791102 -0.7015829120889805\n", "Sum of fractions (should be 1): 1.0 \n", "\n" ] }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but AdaBoostRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but AdaBoostRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but AdaBoostRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but AdaBoostRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but AdaBoostRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but AdaBoostRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but AdaBoostRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but AdaBoostRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but AdaBoostRegressor was fitted with feature names\n", - " warnings.warn(\n", - 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\n", + "image/png": 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\n", 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" ] @@ -6935,64 +2201,10 @@ "name": "stdout", "output_type": "stream", "text": [ - "OVERALL SCORE (MAE, RMSE, r2, Pearson): 3.0093375102622715 3.6349204235918404 0.5795193186584153 0.8945978419477938 \n", + "OVERALL SCORE (MAE, RMSE, r2, Pearson): 2.9929621314744614 3.633252944181276 0.5378497700959821 0.8794482314156292 \n", "\n", "MODEL NAME: KNeighborsRegressor \n", - "\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but KNeighborsRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but KNeighborsRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but KNeighborsRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but KNeighborsRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but KNeighborsRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but KNeighborsRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but KNeighborsRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but KNeighborsRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but KNeighborsRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but KNeighborsRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but KNeighborsRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but KNeighborsRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but KNeighborsRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but KNeighborsRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but KNeighborsRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but KNeighborsRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but KNeighborsRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but KNeighborsRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but KNeighborsRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but KNeighborsRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but KNeighborsRegressor was fitted with feature names\n", - " warnings.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "\n", "REF: Shahane et al. 2019\n", "bacterial membrane\n", "Number of lipids: 132\n", @@ -7104,144 +2316,96 @@ "REF: Shahane et al. 2019\n", "bacterial membrane\n", "Number of lipids: 132\n", - "Difference betweer predicted and literature (ML prediction and difference): 59.28081918192179 2.4808191819217953\n", + "Difference betweer predicted and literature (ML prediction and difference): 60.53217008322948 3.7321700832294837\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "mammalian membrane\n", - "Difference betweer predicted and literature (ML prediction and difference): 44.6518240179421 2.5518240179420957\n", + "Difference betweer predicted and literature (ML prediction and difference): 44.33827474488702 2.238274744887022\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "cancer membrane\n", - "Difference betweer predicted and literature (ML prediction and difference): 50.98821653513932 4.888216535139321\n", + "Difference betweer predicted and literature (ML prediction and difference): 50.21760985940322 4.117609859403217\n", "Sum of fractions (should be 1): 1.01 \n", "\n", "REF: Kumar et al. 2021\n", "M13\n", - "Difference betweer predicted and literature (ML prediction and difference): 50.62399538646524 1.563995386465237\n", + "Difference betweer predicted and literature (ML prediction and difference): 50.32771031174462 1.2677103117446151\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M12\n", - "Difference betweer predicted and literature (ML prediction and difference): 55.75775048125657 0.7877504812565732\n", + "Difference betweer predicted and literature (ML prediction and difference): 56.17265779047569 1.2026577904756905\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M11\n", - "Difference betweer predicted and literature (ML prediction and difference): 56.04289719247568 1.4228971924756806\n", + "Difference betweer predicted and literature (ML prediction and difference): 56.470494551528105 1.850494551528108\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M10\n", - "Difference betweer predicted and literature (ML prediction and difference): 56.62446762914068 0.7844676291406785\n", + "Difference betweer predicted and literature (ML prediction and difference): 57.09620676427117 1.2562067642711696\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M9\n", - "Difference betweer predicted and literature (ML prediction and difference): 48.09800259835693 2.5580025983569286\n", + "Difference betweer predicted and literature (ML prediction and difference): 48.48605955548651 2.9460595554865137\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M8\n", - "Difference betweer predicted and literature (ML prediction and difference): 57.57429030927215 -0.8957096907278483\n", + "Difference betweer predicted and literature (ML prediction and difference): 57.57875157553313 -0.8912484244668661\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M7\n", - "Difference betweer predicted and literature (ML prediction and difference): 46.64350438314431 0.8435043831443139\n", + "Difference betweer predicted and literature (ML prediction and difference): 47.236830077596565 1.436830077596568\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M6\n", - "Difference betweer predicted and literature (ML prediction and difference): 58.05411492345561 1.2541149234556102\n", + "Difference betweer predicted and literature (ML prediction and difference): 58.320939032742956 1.5209390327429588\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M5\n", - "Difference betweer predicted and literature (ML prediction and difference): 58.75318366020276 -0.9468163397972447\n", + "Difference betweer predicted and literature (ML prediction and difference): 58.13832301576894 -1.5616769842310632\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M4\n", - "Difference betweer predicted and literature (ML prediction and difference): 58.56081945945479 1.5008194594547888\n", + "Difference betweer predicted and literature (ML prediction and difference): 59.56185552115742 2.5018555211574167\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M3\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.880605360080565 1.3606053600805623\n", + "Difference betweer predicted and literature (ML prediction and difference): 61.24986587750231 1.7298658775023057\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M2\n", - "Difference betweer predicted and literature (ML prediction and difference): 58.743286511942586 1.7232865119425824\n", + "Difference betweer predicted and literature (ML prediction and difference): 59.86634193460431 2.846341934604304\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M1\n", - "Difference betweer predicted and literature (ML prediction and difference): 63.017924208218574 -1.7920757917814285\n", + "Difference betweer predicted and literature (ML prediction and difference): 63.36845914066408 -1.4415408593359231\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "REF: Oliveira et al. 2022\n", "M1\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.766089691292436 -1.3339103087075657\n", + "Difference betweer predicted and literature (ML prediction and difference): 61.328434687423915 -0.7715653125760866\n", "Sum of fractions (should be 1): 0.9999999999999999 \n", "\n", "M2\n", - "Difference betweer predicted and literature (ML prediction and difference): 60.54935867595631 -1.450641324043687\n", + "Difference betweer predicted and literature (ML prediction and difference): 61.095301138755886 -0.904698861244114\n", "Sum of fractions (should be 1): 0.9999999999999999 \n", "\n", "M3\n", - "Difference betweer predicted and literature (ML prediction and difference): 59.35942191904726 -2.3405780809527457\n", + "Difference betweer predicted and literature (ML prediction and difference): 59.58430090961819 -2.11569909038181\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M4\n", - "Difference betweer predicted and literature (ML prediction and difference): 58.960038518357585 -2.639961481642416\n", + "Difference betweer predicted and literature (ML prediction and difference): 58.02938356915446 -3.57061643084554\n", "Sum of fractions (should be 1): 1.0 \n", "\n", "M5\n", - "Difference betweer predicted and literature (ML prediction and difference): 61.1798299988199 -0.020170001180105146\n", + "Difference betweer predicted and literature (ML prediction and difference): 61.546468934344965 0.34646893434496207\n", "Sum of fractions (should be 1): 1.0 \n", "\n" ] }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but MLPRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but MLPRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but MLPRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but MLPRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but MLPRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but MLPRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but MLPRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but MLPRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but MLPRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but MLPRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but MLPRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but MLPRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but MLPRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but MLPRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but MLPRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but MLPRegressor was fitted with feature names\n", - " warnings.warn(\n", - "/home/sosamuli/.local/lib/python3.10/site-packages/sklearn/base.py:450: UserWarning: X does not have valid feature names, but MLPRegressor was fitted with feature names\n", - " warnings.warn(\n", - 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\n", + "image/png": 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\n", 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" ] @@ -7253,7 +2417,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "OVERALL SCORE (MAE, RMSE, r2, Pearson): 1.6733412704575814 1.9445990065085519 0.8506674045490201 0.9709876147452206 \n", + "OVERALL SCORE (MAE, RMSE, r2, Pearson): 1.9166919524788446 2.164985851595305 0.8275576610424344 0.9573543767473872 \n", "\n", "MODEL NAME: XGBRegressor \n", "\n", @@ -7369,7 +2533,7 @@ "source": [ "for modelName in allModels:\n", " print('MODEL NAME:', modelName,'\\n')\n", - " model = joblib.load(f'./' + modelName + '/model.pkl')\n", + " model = joblib.load(f'../Data/APLpredictor/' + modelName + '/model.pkl')\n", " \n", " testAgainstLiterature = makeTestAgainstLiterature(lipidHGnamesList,model)\n", " \n",