Comments (2)
Hi @yuta-hi thanks very much for this detailed explanation. Now I understand how PSV is derived. Much appreciated!
Closing this issue as well. Have a good day!
from bayesian_unet.
The point of this equation is to calculate the uncertainty per unit volume.
Here's a simple code for it.
n_class = 10
predictor = BayesianUNet(ndim=2,
out_channels=n_class)
model = MCSampler(predictor,
mc_iteration=args.mc_iteration,
activation=partial(F.softmax, axis=1),
reduce_mean=partial(F.argmax, axis=1),
reduce_var=partial(F.mean, axis=1)) # NOTE: Average the predicted variance of each class
infer = Inferencer(test_iter, model, device=args.gpu[0])
label, variance = infer.run()
# NOTE:
# label.shape: (number of slices, 512, 512)
# variance.shape: (number of slices, 512, 512)
# convert the pixel-wise variance to the structure-wise variance
for i in range(1, n_class): # Zero is assumed to be the background.
mask = label == i
psv = np.mean(variance[mask]) # NOTE: Normalize to the variance per unit volume
print('PSV (#%02d) = %f' % (i, psv))
from bayesian_unet.
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from bayesian_unet.