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utils.py
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# Compatability Imports
from __future__ import print_function
import torch
import numpy as np
from torch.autograd import Variable
from scipy.interpolate import interpn
def interpret( network, data, data_info, slice, slice_no, im_size, subsampl, return_full_size=True, use_gpu=True):
# Wrap np.linspace in compact function call
def ls(N): return np.linspace(0, N - 1, N, dtype='int')
#Size of cube
N0, N1, N2 = data.shape
#Coords for full cube
x0_range = ls(N0)
x1_range = ls(N1)
x2_range = ls(N2)
#Coords for subsampled cube
pred_points = (x0_range[::subsampl], x1_range[::subsampl], x2_range[::subsampl])
#Select slice
if slice == 'full':
class_cube = data[::subsampl, ::subsampl, ::subsampl] * 0
elif slice == 'inline':
slice_no = slice_no - data_info['inline_start']
class_cube = data[::subsampl, 0:1, ::subsampl] * 0
x1_range = np.array([slice_no])
pred_points = (pred_points[0],pred_points[2])
elif slice == 'crossline':
slice_no = slice_no - data_info['crossline_start']
class_cube = data[::subsampl, ::subsampl, 0:1,] * 0
x2_range = np.array([slice_no])
pred_points = (pred_points[0], pred_points[1])
elif slice == 'timeslice':
slice_no = slice_no - data_info['timeslice_start']
class_cube = data[0:1, ::subsampl, ::subsampl] * 0
x0_range = np.array([slice_no])
pred_points = (pred_points[1], pred_points[2])
#Grid for small class slice/cube
n0,n1,n2 = class_cube.shape
x0_grid, x1_grid, x2_grid = np.meshgrid(ls(n0,), ls(n1), ls(n2), indexing='ij')
#Grid for full slice/cube
X0_grid, X1_grid, X2_grid = np.meshgrid(x0_range, x1_range, x2_range, indexing='ij')
#Indexes for large cube at small cube pixels
X0_grid_sub = X0_grid[::subsampl, ::subsampl, ::subsampl]
X1_grid_sub = X1_grid[::subsampl, ::subsampl, ::subsampl]
X2_grid_sub = X2_grid[::subsampl, ::subsampl, ::subsampl]
#Get half window size
w = im_size//2
#Loop through center pixels in output cube
for i in range(X0_grid_sub.size):
#Get coordinates in small and large cube
x0 = x0_grid.ravel()[i]
x1 = x1_grid.ravel()[i]
x2 = x2_grid.ravel()[i]
X0 = X0_grid_sub.ravel()[i]
X1 = X1_grid_sub.ravel()[i]
X2 = X2_grid_sub.ravel()[i]
#Only compute when a full 65x65x65 cube can be extracted around center pixel
if X0>w and X1>w and X2>w and X0<N0-w and X1<N1-w and X2<N2-w:
#Get mini-cube around center pixel
mini_cube = data[X0-w:X0+w, X1-w:X1+w, X2-w:X2+w]
#Get predicted "probabilities"
mini_cube = Variable( torch.FloatTensor(mini_cube[np.newaxis,np.newaxis,:,:,:]) )
if use_gpu: mini_cube = mini_cube.cuda()
out = network(mini_cube)
out = out.data.cpu().numpy()
out = out[:,:, out.shape[2]//2, out.shape[3]//2, out.shape[4]//2]
out = np.squeeze(out)
# Make one output pr output channel
if type(class_cube) != type(list()):
class_cube = np.split( np.repeat(class_cube[:,:,:,np.newaxis],out.size,3),out.size, axis=3)
# Insert into output
if out.size == 1:
class_cube[0][x0, x1, x2] = out
else:
for i in range(out.size):
class_cube[i][x0,x1,x2] = out[i]
#Keep user informed about progress
if slice == 'full': printProgressBar(i,x0_grid.size)
#Resize to input size
if return_full_size:
if slice == 'full': print('Interpolating down sampled results to fit input cube')
N = X0_grid.size
#Output grid
if slice == 'full':
grid_output_cube = np.concatenate( [X0_grid.reshape([N, 1]), X1_grid.reshape([N, 1]), X2_grid.reshape([N, 1])], 1)
elif slice == 'inline':
grid_output_cube = np.concatenate( [X0_grid.reshape([N, 1]), X2_grid.reshape([N, 1])], 1)
elif slice == 'crossline':
grid_output_cube = np.concatenate( [X0_grid.reshape([N, 1]), X1_grid.reshape([N, 1])], 1)
elif slice == 'timeslice':
grid_output_cube = np.concatenate( [X1_grid.reshape([N, 1]), X2_grid.reshape([N, 1])], 1)
#Interpolation
for i in range(len(class_cube)):
is_int = np.sum(np.unique(class_cube[i]).astype('float') - np.unique(class_cube[i]).astype('int32').astype('float') ) == 0
class_cube[i] = interpn(pred_points, class_cube[i].astype('float').squeeze(), grid_output_cube, method='linear', fill_value=0, bounds_error=False)
class_cube[i] = class_cube[i].reshape([x0_range.size, x1_range.size, x2_range.size])
#If ouput is class labels we convert the interpolated array to ints
if is_int:
class_cube[i] = class_cube[i].astype('int32')
if slice == 'full': print('Finished interpolating')
#Squeeze outputs
for i in range(len(class_cube)):
class_cube[i]= class_cube[i].squeeze()
return class_cube
# Print progress information
import sys
import time
st = 0
last_update = 0
#Adapted from https://stackoverflow.com/questions/3173320/text-progress-bar-in-the-console/14879561#14879561
def printProgressBar(iteration, total, prefix = '', suffix = '', decimals = 1, length = 100, fill = '='):
global st, last_update
#Expect itteration to go from 0 to N-1
iteration = iteration + 1 ;
#Only update every 5 second
if time.time() - last_update < 5:
if iteration == total:
time.sleep(1)
else:
return
if iteration <= 1:
st=time.time()
exp_h = ''
exp_m = ''
exp_s = ''
elif iteration == total:
exp_time = (time.time() - st)
exp_h = int(exp_time / 3600 )
exp_m = int(exp_time / 60 - exp_h*60.)
exp_s = int(exp_time - exp_m * 60. - exp_h*3600.)
else:
exp_time = (time.time()-st)/(iteration-1)*total - (time.time()-st)
exp_h = int(exp_time / 3600)
exp_m = int(exp_time / 60 - exp_h * 60.)
exp_s = int(exp_time - exp_m * 60. - exp_h * 3600.)
percent = ("{0:." + str(decimals) + "f}").format(100 * (iteration / float(total)))
filledLength = int(length * iteration // total)
bar = fill * filledLength + '-' * (length - filledLength)
if iteration != total:
print('\r%s |%s| %s%% %s - %sh %smin %ss left' % (prefix, bar, percent, suffix, exp_h, exp_m, exp_s),)
else:
print('\r%s |%s| %s%% %s - %sh %smin %ss ' % (prefix, bar, percent, suffix, exp_h, exp_m, exp_s),)
sys.stdout.write("\033[F")
# Print New Line on Complete
if iteration == total:
print
last_update = time.time()