def test_partial_searchlight_with_confusion_matrix(self):
ds = self.dataset
from mvpa2.clfs.stats import MCNullDist
from mvpa2.mappers.fx import mean_sample, sum_sample
# compute N-1 cross-validation for each sphere
cm = ConfusionMatrix(labels=ds.UT)
cv = CrossValidation(
sample_clf_lin,
NFoldPartitioner(),
# we have to assure that matrix does not get flatted by
# first vstack in cv and then hstack in searchlight --
# thus 2 leading dimensions
# TODO: RF? make searchlight/crossval smarter?
errorfx=lambda *a: cm(*a)[None, None, :])
# contruct diameter 2 (or just radius 1) searchlight
sl = sphere_searchlight(cv, radius=1, center_ids=[3, 5, 50])
# our regular searchlight -- to compare results
cv_gross = CrossValidation(sample_clf_lin, NFoldPartitioner())
sl_gross = sphere_searchlight(cv_gross,
radius=1,
center_ids=[3, 5, 50])
# run searchlights
res = sl(ds)
res_gross = sl_gross(ds)
# only two spheres but error for all CV-folds and complete confusion matrix
assert_equal(res.shape, (len(ds.UC), 3, len(ds.UT), len(ds.UT)))
assert_equal(res_gross.shape, (len(ds.UC), 3))
# briefly inspect the confusion matrices
mat = res.samples
# since input dataset is probably balanced (otherwise adjust
# to be per label): sum within columns (thus axis=-2) should
# be identical to per-class/chunk number of samples
samples_per_classchunk = len(ds) / (len(ds.UT) * len(ds.UC))
ok_(np.all(np.sum(mat, axis=-2) == samples_per_classchunk))
# and if we compute accuracies manually -- they should
# correspond to the one from sl_gross
assert_array_almost_equal(
res_gross.samples,
# from accuracies to errors
1 - (mat[..., 0, 0] + mat[..., 1, 1]).astype(float) /
(2 * samples_per_classchunk))
# and now for those who remained sited -- lets perform H0 MC
# testing of this searchlight... just a silly one with minimal
# number of permutations
no_permutations = 10
permutator = AttributePermutator('targets', count=no_permutations)
# once again -- need explicit leading dimension to avoid
# vstacking during cross-validation
cv.postproc = lambda x: sum_sample()(x)[None, :]
sl = sphere_searchlight(cv,
radius=1,
center_ids=[3, 5, 50],
null_dist=MCNullDist(
permutator,
tail='right',
enable_ca=['dist_samples']))
res_perm = sl(ds)
# XXX all of the res_perm, sl.ca.null_prob and
# sl.null_dist.ca.dist_samples carry a degenerate leading
# dimension which was probably due to introduced new axis
# above within cv.postproc
assert_equal(res_perm.shape, (1, 3, 2, 2))
assert_equal(sl.null_dist.ca.dist_samples.shape,
res_perm.shape + (no_permutations, ))
assert_equal(sl.ca.null_prob.shape, res_perm.shape)
# just to make sure ;)
ok_(np.all(sl.ca.null_prob.samples >= 0))
ok_(np.all(sl.ca.null_prob.samples <= 1))
# we should have got sums of hits across the splits
assert_array_equal(np.sum(mat, axis=0), res_perm.samples[0])
def test_partial_searchlight_with_confusion_matrix(self):
ds = self.dataset
from mvpa2.clfs.stats import MCNullDist
from mvpa2.mappers.fx import mean_sample, sum_sample
# compute N-1 cross-validation for each sphere
cm = ConfusionMatrix(labels=ds.UT)
cv = CrossValidation(
sample_clf_lin, NFoldPartitioner(),
# we have to assure that matrix does not get flatted by
# first vstack in cv and then hstack in searchlight --
# thus 2 leading dimensions
# TODO: RF? make searchlight/crossval smarter?
errorfx=lambda *a: cm(*a)[None, None, :])
# contruct diameter 2 (or just radius 1) searchlight
sl = sphere_searchlight(cv, radius=1, center_ids=[3, 5, 50])
# our regular searchlight -- to compare results
cv_gross = CrossValidation(sample_clf_lin, NFoldPartitioner())
sl_gross = sphere_searchlight(cv_gross, radius=1, center_ids=[3, 5, 50])
# run searchlights
res = sl(ds)
res_gross = sl_gross(ds)
# only two spheres but error for all CV-folds and complete confusion matrix
assert_equal(res.shape, (len(ds.UC), 3, len(ds.UT), len(ds.UT)))
assert_equal(res_gross.shape, (len(ds.UC), 3))
# briefly inspect the confusion matrices
mat = res.samples
# since input dataset is probably balanced (otherwise adjust
# to be per label): sum within columns (thus axis=-2) should
# be identical to per-class/chunk number of samples
samples_per_classchunk = len(ds) / (len(ds.UT) * len(ds.UC))
ok_(np.all(np.sum(mat, axis= -2) == samples_per_classchunk))
# and if we compute accuracies manually -- they should
# correspond to the one from sl_gross
assert_array_almost_equal(res_gross.samples,
# from accuracies to errors
1 - (mat[..., 0, 0] + mat[..., 1, 1]).astype(float)
/ (2 * samples_per_classchunk))
# and now for those who remained sited -- lets perform H0 MC
# testing of this searchlight... just a silly one with minimal
# number of permutations
no_permutations = 10
permutator = AttributePermutator('targets', count=no_permutations)
# once again -- need explicit leading dimension to avoid
# vstacking during cross-validation
cv.postproc = lambda x: sum_sample()(x)[None, :]
sl = sphere_searchlight(cv, radius=1, center_ids=[3, 5, 50],
null_dist=MCNullDist(permutator, tail='right',
enable_ca=['dist_samples']))
res_perm = sl(ds)
# XXX all of the res_perm, sl.ca.null_prob and
# sl.null_dist.ca.dist_samples carry a degenerate leading
# dimension which was probably due to introduced new axis
# above within cv.postproc
assert_equal(res_perm.shape, (1, 3, 2, 2))
assert_equal(sl.null_dist.ca.dist_samples.shape,
res_perm.shape + (no_permutations,))
assert_equal(sl.ca.null_prob.shape, res_perm.shape)
# just to make sure ;)
ok_(np.all(sl.ca.null_prob.samples >= 0))
ok_(np.all(sl.ca.null_prob.samples <= 1))
# we should have got sums of hits across the splits
assert_array_equal(np.sum(mat, axis=0), res_perm.samples[0])