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BB template & vertex outliers (#333)
* vertex cleaning, especially for DG * effectively resotres parameters to previous defaults * lint * note * restoreing one more parameter * addresses configurable DG surface * lint * surface configuration now more editable * bigbrain filled; not on OSF * renaming & lower resolution * grouped outlier opts * lint * lint * removed redudant hemi conditional; replaced with hippVSdentate * bugfixes --------- Co-authored-by: Jordan DeKraker <[email protected]>
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Original file line number | Diff line number | Diff line change |
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import nibabel as nib | ||
import numpy as np | ||
from scipy.stats import zscore | ||
import copy | ||
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SDthreshold = snakemake.params.threshold | ||
iters = snakemake.params.dist | ||
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gii = nib.load(snakemake.input.gii) | ||
varr = gii.get_arrays_from_intent("NIFTI_INTENT_POINTSET")[0] | ||
V = varr.data | ||
farr = gii.get_arrays_from_intent("NIFTI_INTENT_TRIANGLE")[0] | ||
F = farr.data | ||
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# find local outliers by smoothing and then substracting from original | ||
# https://github.com/MICA-MNI/hippomaps/blob/master/hippomaps/utils.py | ||
def avg_neighbours(F, cdat, n): | ||
frows = np.where(F == n)[0] | ||
v = np.unique(F[frows, :]) | ||
cdat = np.reshape(cdat, (len(cdat), -1)) | ||
out = np.nanmean(cdat[v, :], 0) | ||
return out | ||
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def surfdat_smooth(F, cdata, iters=1): | ||
sz = cdata.shape | ||
cdata = cdata.reshape(cdata.shape[0], -1) | ||
cdata_smooth = copy.deepcopy(cdata) | ||
for i in range(iters): | ||
for n in range(len(cdata)): | ||
cdata_smooth[n, :] = avg_neighbours(F, cdata, n) | ||
cdata = copy.deepcopy(cdata_smooth) | ||
return cdata_smooth.reshape(sz) | ||
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Vsmooth = surfdat_smooth(F, V, iters=iters) | ||
Vdiffs = V - Vsmooth | ||
Vdists = np.sqrt((Vdiffs[:, 0]) ** 2 + (Vdiffs[:, 1]) ** 2 + (Vdiffs[:, 2]) ** 2) | ||
Vzscored = zscore(Vdists) | ||
outliers = (Vzscored > SDthreshold) | (Vzscored < -SDthreshold) | ||
V[outliers, :] = np.nan | ||
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# most nans should be just isolated points, but in case there is an island of nans this will erode it, replacing with decent (but not perfect) guesses of where vertices should be | ||
while np.isnan(np.sum(V)): | ||
# index of vertices containing nan | ||
i = np.where(np.isnan(V)) | ||
ii = np.unique(i[0]) | ||
# replace with the nanmean of neighbouring vertices | ||
newV = V | ||
for n in ii: | ||
f = np.where(F == n) | ||
v = F[f[0]] | ||
vv = np.unique(v) | ||
newV[n, :] = np.nanmean(V[vv, :], 0) | ||
V = newV | ||
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nib.save(gii, snakemake.output.gii) |
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