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main.py
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main.py
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import numpy as np
import pandas as pd
from scipy import ndimage as ndi
from scipy.spatial import distance
import scipy.ndimage.interpolation as itp
import scipy.interpolate as interpolate
from scipy.ndimage import map_coordinates
from matplotlib import cm
import matplotlib.pyplot as plt
from matplotlib import animation
from mpl_toolkits.mplot3d import Axes3D
import skimage as ski
from skimage import measure
from skimage import filters
from skimage import feature
from skimage.transform import hough_ellipse, hough_circle
from skimage.draw import circle_perimeter, ellipse_perimeter, circle
from skimage.morphology import disk, watershed
import profile
import pstats
import time
from functools import wraps
def fn_timer(function):
@wraps(function)
def function_timer(*args, **kwargs):
t0 = time.time()
result = function(*args, **kwargs)
t1 = time.time()
print ("Total time running %s: %s seconds" %
(function.func_name, str(t1-t0))
)
return result
return function_timer
@fn_timer
def interp3(x, y, z, v, xi, yi, zi, **kwargs):
"""Sample a 3D array "v" with pixel corner locations at "x","y","z" at the
points in "xi", "yi", "zi" using linear interpolation. Additional kwargs
are passed on to ``scipy.ndimage.map_coordinates``."""
def index_coords(corner_locs, interp_locs):
index = np.arange(len(corner_locs))
if np.all(np.diff(corner_locs) < 0):
corner_locs, index = corner_locs[::-1], index[::-1]
return np.interp(interp_locs, corner_locs, index)
orig_shape = np.asarray(xi).shape
xi, yi, zi = np.atleast_1d(xi, yi, zi)
for arr in [xi, yi, zi]:
arr.shape = -1
output = np.empty(xi.shape, dtype=float)
coords = [index_coords(*item) for item in zip([x, y, z], [xi, yi, zi])]
map_coordinates(v, coords, output=output, **kwargs)
return output.reshape(orig_shape)
def get_oblique_slice(phi_z=0, theta_y=0, psi_x=0, slice_idx=65):
data = np.memmap("E:\\guts_tracking\\brain_8bit_256x256x129.raw", dtype='uint8', shape=(129,256,256)).copy()
#plt.imshow(data[60], cmap='gray')
#plt.show()
#return
#phi = 0 #z
#theta = 15 #y
#psi = 0 #x
phi, theta, psi = phi_z, theta_y, psi_x
r = np.radians([phi, theta, psi])
dims = data.shape
p0 = np.matrix([round(dims[0]/2.), round(dims[1]/2.), round(dims[2]/2.)]).T #image center
#p0 = np.matrix([50, round(dims[1]/2.), round(dims[2]/2.)]).T
#p0 = np.matrix([63, round(dims[1]/2.), 1]).T
#p0 = np.matrix([140, 100, 60]).T
#p0 = np.matrix([65, 115, 140]).T
#p0 = np.matrix([0, 0, 0]).T
Rz = np.matrix([[1., 0., 0., 0.], \
[0., np.cos(r[0]), np.sin(r[0]), 0.], \
[0., -np.sin(r[0]), np.cos(r[0]), 0.], \
[0., 0., 0., 1.]])
Ry = np.matrix([[np.cos(r[1]), 0., -np.sin(r[1]), 0.], \
[0., 1., 0., 0.], \
[np.sin(r[1]), 0., np.cos(r[1]), 0.], \
[0., 0., 0., 1.]])
Rx = np.matrix([[np.cos(r[2]), np.sin(r[2]), 0., 0.], \
[-np.sin(r[2]), np.cos(r[2]), 0., 0.], \
[0., 0., 1., 0.], \
[0., 0., 0., 1.]])
R = Rz*Ry*Rx
#make affine matrix to rotate about center of image instead of origin
T = (np.identity(3) - R[0:3,0:3]) * p0[0:3]
A = R
A[0:3,3] = T
rot_old_to_new = A
#rot_new_to_old = np.linalg.pinv(rot_old_to_new)
rot_new_to_old = rot_old_to_new.I
#this is the transformation
#I assume you want a volume with the same dimensions as your old volume
zv, yv, xv = np.meshgrid(np.arange(dims[0]), np.arange(dims[1]), np.arange(dims[2]), indexing='ij')
#the coordinates you want to find a value for
coordinates_axes_new = np.array([np.ravel(zv).T, np.ravel(yv).T, np.ravel(xv).T, np.ones(len(np.ravel(zv))).T])
#the coordinates where you can find those values
coordinates_axes_old = np.array(rot_new_to_old * coordinates_axes_new)
z_coordinates = np.reshape(coordinates_axes_old[0,:], dims)
y_coordinates = np.reshape(coordinates_axes_old[1,:], dims)
x_coordinates = np.reshape(coordinates_axes_old[2,:], dims)
#get the values for your new coordinates
new_data = interp3(np.arange(dims[0]), np.arange(dims[1]), np.arange(dims[2]), data, z_coordinates, y_coordinates, x_coordinates)
#plt3d = plt.figure().gca(projection='3d')
#plt3d.plot_surface(x_coordinates, y_coordinates, y_coordinates, cmap=cm.hot)
#plt.imshow(new_data[65], cmap='gray')
#plt.show()
return new_data[slice_idx]
#normal order x, y, z
def test_data_slice():
data = np.memmap("E:\\guts_tracking\\brain_8bit_256x256x129.raw", dtype='uint8', shape=(256,256,129), order='F').copy()
#data = np.rot90(data[:,::-1,:])
#plt.imshow(data[:,:,60])
#plt.show()
#return
phi = 10 #x
theta = 0 #y
psi = 0 #z
r = np.radians([phi, theta, psi])
dims = data.shape
#p0 = np.matrix([round(dims[0]/2.), round(dims[1]/2.), round(dims[2]/2.)]).T #image center
#p0 = np.matrix([50, round(dims[1]/2.), round(dims[2]/2.)]).T
#p0 = np.matrix([63, round(dims[1]/2.), 1]).T
#p0 = np.matrix([140, 100, 60]).T
p0 = np.matrix([103, 129, 71]).T
Rx = np.matrix([[1., 0., 0., 0.], \
[0., np.cos(r[0]), -np.sin(r[0]), 0.], \
[0., np.sin(r[0]), np.cos(r[0]), 0.], \
[0., 0., 0., 1.]])
Ry = np.matrix([[np.cos(r[1]), 0., np.sin(r[1]), 0.], \
[0., 1., 0., 0.], \
[-np.sin(r[1]), 0., np.cos(r[1]), 0.], \
[0., 0., 0., 1.]])
Rz = np.matrix([[np.cos(r[2]), -np.sin(r[2]), 0., 0.], \
[np.sin(r[2]), np.cos(r[2]), 0., 0.], \
[0., 0., 1., 0.], \
[0., 0., 0., 1.]])
R = Rx*Ry*Rz
#make affine matrix to rotate about center of image instead of origin
T = (np.identity(3) - R[0:3,0:3]) * p0[0:3]
A = R
A[0:3,3] = T
rot_old_to_new = A
#rot_new_to_old = np.linalg.pinv(rot_old_to_new)
rot_new_to_old = rot_old_to_new.I
#this is the transformation
#I assume you want a volume with the same dimensions as your old volume
xv, yv, zv = np.meshgrid(np.arange(dims[0]), np.arange(dims[1]), np.arange(dims[2]))
#the coordinates you want to find a value for
coordinates_axes_new = np.array([np.ravel(xv).T, np.ravel(yv).T, np.ravel(zv).T, np.ones(len(np.ravel(zv))).T])
#the coordinates where you can find those values
coordinates_axes_old = np.array(rot_new_to_old * coordinates_axes_new)
x_coordinates = np.reshape(coordinates_axes_old[0,:], dims)
y_coordinates = np.reshape(coordinates_axes_old[1,:], dims)
z_coordinates = np.reshape(coordinates_axes_old[2,:], dims)
#get the values for your new coordinates
new_data = interp3(np.arange(dims[0]), np.arange(dims[1]), np.arange(dims[2]), data, x_coordinates, y_coordinates, z_coordinates)
plt.imshow(new_data[:,:,100], cmap='gray')
plt.show()
def plot_obique_slices():
phi = np.linspace(-90,90,10)
theta = np.linspace(-90,90,10)
psi = np.linspace(-90,90,10)
fig, axes = plt.subplots(10, 10)
for i, theta_val in enumerate(theta):
#for j, psi_val in enumerate(psi):
for j, phi_val in enumerate(phi):
#axes[i,j].imshow(get_oblique_slice(theta_y=theta_val, psi_x=psi_val), cmap='gray')
axes[i,j].imshow(get_oblique_slice(phi_z=phi_val, theta_y=theta_val), cmap='gray')
axes[i,j].get_xaxis().set_visible(False)
axes[i,j].get_yaxis().set_visible(False)
plt.show()
@fn_timer
def get_guts_oblique_slice(phi_z=0, theta_y=0, psi_x=0, slice_idx=125, rot_p0=None, order=1):
data = np.memmap("E:\\guts_tracking\\data\\fish202_aligned_masked_8bit_150x200x440.raw", dtype='uint8', shape=(440,200,150)).copy()
#plt.imshow(data[slice_idx], cmap='gray')
#plt.show()
#return
phi, theta, psi = phi_z, theta_y, psi_x
r = np.radians([phi, theta, psi])
dims = data.shape
if not rot_p0:
rot_p0 = [round(dims[0]/2.), round(dims[1]/2.), round(dims[2]/2.)]
p0 = np.matrix(rot_p0).T #image center
Rz = np.matrix([[1., 0., 0., 0.], \
[0., np.cos(r[0]), np.sin(r[0]), 0.], \
[0., -np.sin(r[0]), np.cos(r[0]), 0.], \
[0., 0., 0., 1.]])
Ry = np.matrix([[np.cos(r[1]), 0., -np.sin(r[1]), 0.], \
[0., 1., 0., 0.], \
[np.sin(r[1]), 0., np.cos(r[1]), 0.], \
[0., 0., 0., 1.]])
Rx = np.matrix([[np.cos(r[2]), np.sin(r[2]), 0., 0.], \
[-np.sin(r[2]), np.cos(r[2]), 0., 0.], \
[0., 0., 1., 0.], \
[0., 0., 0., 1.]])
R = Rz*Ry*Rx
#make affine matrix to rotate about center of image instead of origin
T = (np.identity(3) - R[0:3,0:3]) * p0[0:3]
A = R
A[0:3,3] = T
rot_old_to_new = A
rot_new_to_old = rot_old_to_new.I
#this is the transformation
#I assume you want a volume with the same dimensions as your old volume
zv, yv, xv = np.meshgrid(np.arange(dims[0]), np.arange(dims[1]), np.arange(dims[2]), indexing='ij')
#the coordinates you want to find a value for
coordinates_axes_new = np.array([np.ravel(zv).T, np.ravel(yv).T, np.ravel(xv).T, np.ones(len(np.ravel(zv))).T])
#the coordinates where you can find those values
coordinates_axes_old = np.array(rot_new_to_old * coordinates_axes_new)
z_coordinates = np.reshape(coordinates_axes_old[0,:], dims)
y_coordinates = np.reshape(coordinates_axes_old[1,:], dims)
x_coordinates = np.reshape(coordinates_axes_old[2,:], dims)
#get the values for your new coordinates
new_data = interp3(np.arange(dims[0]), np.arange(dims[1]), np.arange(dims[2]), data, z_coordinates, y_coordinates, x_coordinates, order=order)
#plot data
plot_comparative(data, new_data, slice_idx=slice_idx, phi=phi, theta=theta, psi=psi)
def plot_comparative(data, new_data, slice_idx=125, phi=0, theta=0, psi=0):
fig, axes = plt.subplots(1, 2)
axes[0].imshow(data[slice_idx], cmap='gray')
axes[0].set_title('Original')
axes[1].imshow(new_data[slice_idx], cmap='gray')
axes[1].set_title('Rz = %d, Ry = %d, Rx = %d' % (phi, theta, psi))
for ax in axes:
ax.get_xaxis().set_visible(False)
ax.get_yaxis().set_visible(False)
plt.show()
def _calc_circularity(area, perimeter):
return 4.0 * np.pi * area / (perimeter * perimeter)
def preprocess_data(data):
return data
def segment_data(processed_data):
th_val = filters.threshold_otsu(processed_data)
thresholded_parts = processed_data <= th_val
labeled_data, num_features = ndi.measurements.label(thresholded_parts)
return labeled_data, num_features
def slice_stats(segmented_data, slice_idx=-1):
properties = ['label','area','centroid','equivalent_diameter', \
'major_axis_length','minor_axis_length','orientation','bbox','perimeter']
extra_props = ['circularity','slice_idx']
u_labeled_data = np.unique(segmented_data)
labeled_data = np.searchsorted(u_labeled_data, segmented_data)
stats = pd.DataFrame(columns=properties)
for region in measure.regionprops(labeled_data):
stats = stats.append({_property: region[_property] for _property in properties}, \
ignore_index=True)
for prop in extra_props:
if prop == 'circularity':
stats[prop] = stats.apply(lambda row: 0.0 if row['perimeter'] == 0 \
else _calc_circularity(row['area'], row['perimeter']), axis=1)
if prop == 'slice_idx':
stats[prop] = slice_idx
return stats
def get_ellipses(data):
edges = feature.canny(data, sigma=3.0, low_threshold=0.55, high_threshold=0.8)
result = hough_ellipse(edges, threshold=4, accuracy=5, min_size=20, max_size=300)
result.sort(order='accumulator')
return result
def get_circles(data):
edges = feature.canny(data, sigma=3.0, low_threshold=0.55, high_threshold=0.8)
hough_radii = np.arange(15, 30, 2)
result = hough_circle(edges, hough_radii)
result.sort(order='accumulator')
return result
# def draw_esllipse(data, ellipse):
# if ellipse:
# image = ski.color.gray2rgb(data)
#
# #best = list(ellipse[-1])
# best = ellipse
# yc, xc, a, b = [int(round(x)) for x in best[1:5]]
# orientation = best[5]
#
# cy, cx = ellipse_perimeter(yc, xc, a, b, orientation)
# image[cy, cx] = (220, 20, 20)
#
# rr, cc = circle(yc, xc, 2)
# data[rr, cc] = (220, 20, 20)
# else:
# return np.zeros(data.shape)
#
# return data
# def get_nearest_ellipse(ellipses_props, gathered_ellipses):
# if not len(gathered_ellipses):
# return list(ellipses_props[-1])
#
# prev_ellipse = gathered_ellipses[-1]
# nearest_ellipse_to_prev, distance = None, 0
#
# def get_distance(ellipse, prev_ellipse):
# return np.abs(prev_ellipse[1] - ellipse[1]) + np.abs(prev_ellipse[2] - ellipse[2])
#
# for ellipse in ellipses_props:
# if not nearest_ellipse_to_prev:
# nearest_ellipse_to_prev = ellipse
# distance = get_distance(ellipse, prev_ellipse)
# continue
#
# new_distance = get_distance(ellipse, prev_ellipse)
#
# if new_distance <= distance:
# distance = new_distance
# nearest_ellipse_to_prev = ellipse
#
# return nearest_ellipse_to_prev
def rotate_volume(data, angles, order=3):
phi, theta, psi = angles
r = np.radians([phi, theta, psi])
dims = data.shape
rot_p0 = [round(dims[0]/2.), round(dims[1]/2.), round(dims[2]/2.)]
p0 = np.matrix(rot_p0).T #image center
Rz = np.matrix([[1., 0., 0., 0.], \
[0., np.cos(r[0]), np.sin(r[0]), 0.], \
[0., -np.sin(r[0]), np.cos(r[0]), 0.], \
[0., 0., 0., 1.]])
Ry = np.matrix([[np.cos(r[1]), 0., -np.sin(r[1]), 0.], \
[0., 1., 0., 0.], \
[np.sin(r[1]), 0., np.cos(r[1]), 0.], \
[0., 0., 0., 1.]])
Rx = np.matrix([[np.cos(r[2]), np.sin(r[2]), 0., 0.], \
[-np.sin(r[2]), np.cos(r[2]), 0., 0.], \
[0., 0., 1., 0.], \
[0., 0., 0., 1.]])
R = Rz*Ry*Rx
#make affine matrix to rotate about center of image instead of origin
T = (np.identity(3) - R[0:3,0:3]) * p0[0:3]
A = R
A[0:3,3] = T
rot_old_to_new = A
rot_new_to_old = rot_old_to_new.I
#this is the transformation
#I assume you want a volume with the same dimensions as your old volume
zv, yv, xv = np.meshgrid(np.arange(dims[0]), np.arange(dims[1]), np.arange(dims[2]), indexing='ij')
#the coordinates you want to find a value for
coordinates_axes_new = np.array([np.ravel(zv).T, np.ravel(yv).T, np.ravel(xv).T, np.ones(len(np.ravel(zv))).T])
#the coordinates where you can find those values
coordinates_axes_old = np.array(rot_new_to_old * coordinates_axes_new)
z_coordinates = np.reshape(coordinates_axes_old[0,:], dims)
y_coordinates = np.reshape(coordinates_axes_old[1,:], dims)
x_coordinates = np.reshape(coordinates_axes_old[2,:], dims)
#get the values for your new coordinates
new_data = interp3(np.arange(dims[0]), np.arange(dims[1]), np.arange(dims[2]), data, z_coordinates, y_coordinates, x_coordinates, order=order)
return new_data
def get_init_ellipses(data):
stats = pd.DataFrame()
for idx,_slice in enumerate(data):
if np.count_nonzero(_slice):
#segemnt frame
labeled_data, num_labels = segment_data(_slice)
#remove all big and non-circualr labels
stats = slice_stats(labeled_data, slice_idx=idx)
stats = stats[(stats.area > 20) & ((stats.major_axis_length < _slice.shape[0]) | (stats.major_axis_length < _slice.shape[1]))]
stats = stats[stats.circularity > 0.5]
if not stats.size:
continue
break
return stats
def get_nearest_ellipse(ellipses_stats, gathered_ellipses, tolerance=50.0):
if not gathered_ellipses.size:
raise ValueError('There are no initial ellipses.')
if not ellipses_stats.size:
raise ValueError('There are no detected ellipses.')
def get_distance(ellipse, prev_ellipse):
return np.hypot(ellipse.centroid[0] - prev_ellipse.centroid[0], \
ellipse.centroid[1] - prev_ellipse.centroid[1])
#get last ellipse
prev_ellipse = gathered_ellipses.iloc[-1]
nearest_ellipse_to_prev, dist = pd.Series(), 0
for index, ellipse in ellipses_stats.iterrows():
if nearest_ellipse_to_prev.empty:
nearest_ellipse_to_prev = ellipse
dist = get_distance(ellipse, prev_ellipse)
continue
new_dist = get_distance(ellipse, prev_ellipse)
if new_dist <= dist:
dist = new_dist
nearest_ellipse_to_prev = ellipse
if get_distance(ellipse, prev_ellipse) > tolerance:
#raise ValueError('The detected ellipse is too far away.')
print 'The detected ellipse is too far away.'
return pd.Series(), 1e10
return nearest_ellipse_to_prev, dist
def get_arbitrary_slice(data, slice_idx, phi_z=0, theta_y=0, psi_x=0, rot_p0=None, order=1):
phi, theta, psi = phi_z, theta_y, psi_x
r = np.radians([phi, theta, psi])
dims = data.shape
if not rot_p0.any():
rot_p0 = [round(dims[0]/2.), round(dims[1]/2.), round(dims[2]/2.)]
p0 = np.matrix(rot_p0).T #image center
Rz = np.matrix([[1., 0., 0., 0.], \
[0., np.cos(r[0]), np.sin(r[0]), 0.], \
[0., -np.sin(r[0]), np.cos(r[0]), 0.], \
[0., 0., 0., 1.]])
Ry = np.matrix([[np.cos(r[1]), 0., -np.sin(r[1]), 0.], \
[0., 1., 0., 0.], \
[np.sin(r[1]), 0., np.cos(r[1]), 0.], \
[0., 0., 0., 1.]])
Rx = np.matrix([[np.cos(r[2]), np.sin(r[2]), 0., 0.], \
[-np.sin(r[2]), np.cos(r[2]), 0., 0.], \
[0., 0., 1., 0.], \
[0., 0., 0., 1.]])
R = Rz*Ry*Rx
#make affine matrix to rotate about center of image instead of origin
T = (np.identity(3) - R[0:3,0:3]) * p0[0:3]
A = R
A[0:3,3] = T
rot_old_to_new = A
rot_new_to_old = rot_old_to_new.I
#this is the transformation
#I assume you want a volume with the same dimensions as your old volume
zv, yv, xv = np.meshgrid(np.arange(dims[0]), np.arange(dims[1]), np.arange(dims[2]), indexing='ij')
#the coordinates you want to find a value for
coordinates_axes_new = np.array([np.ravel(zv).T, np.ravel(yv).T, np.ravel(xv).T, np.ones(len(np.ravel(zv))).T])
#the coordinates where you can find those values
coordinates_axes_old = np.array(rot_new_to_old * coordinates_axes_new)
z_coordinates = np.reshape(coordinates_axes_old[0,:], dims)
y_coordinates = np.reshape(coordinates_axes_old[1,:], dims)
x_coordinates = np.reshape(coordinates_axes_old[2,:], dims)
#get the values for your new coordinates
new_data = interp3(np.arange(dims[0]), np.arange(dims[1]), np.arange(dims[2]), data, z_coordinates, y_coordinates, x_coordinates, order=order)
return new_data[slice_idx]
def predict_ellipse(data, gathered_ellipses, slice_idx):
prev_ellipse = gathered_ellipses.iloc[-1]
#rotation point
rot_point = np.array([prev_ellipse.slice_idx, prev_ellipse.centroid[1], prev_ellipse.centroid[0]])
#directions
x_angles, y_angles, z_angles = np.linspace(-15,15,3), np.linspace(-15,15,3), np.linspace(-15,15,3)
#storage of candidates
res_shape = tuple([len(x_angles), len(y_angles), len(z_angles)])
slice_shape = data[0].shape
results_ellipses = np.empty(len(x_angles) * len(y_angles) * len(z_angles), dtype=object)
results_distances = np.empty(len(x_angles) * len(y_angles) * len(z_angles))
results_slices = np.zeros((len(x_angles) * len(y_angles) * len(z_angles), slice_shape[0], slice_shape[1]))
results_ellipses.fill(np.nan)
results_distances.fill(10e9)
results_ellipses = results_ellipses.reshape(res_shape)
results_distances = results_distances.reshape(res_shape)
def ravel_index(x, dims):
i = 0
for dim, j in zip(dims, x):
i *= dim
i += j
return i
for i,x_deg in enumerate(x_angles):
for j,y_deg in enumerate(y_angles):
for k,z_deg in enumerate(z_angles):
oblique_slice = get_arbitrary_slice(data, slice_idx=slice_idx, phi_z=z_deg, \
theta_y=y_deg, psi_x=x_deg, rot_p0=rot_point)
slice_data = preprocess_data(oblique_slice)
if np.count_nonzero(slice_data):
labeled_data, num_features = segment_data(slice_data)
stats = slice_stats(labeled_data, slice_idx=slice_idx)
stats = stats[(stats.area > 20) & ((stats.major_axis_length < slice_data.shape[0]) | (stats.major_axis_length < slice_data.shape[1]))]
stats = stats[stats.circularity > 0.4]
if stats.size:
nearest_ellipse, distance = get_nearest_ellipse(stats, gathered_ellipses)
print nearest_ellipse
results_ellipses[i,j,k] = nearest_ellipse
results_distances[i,j,k] = distance
results_slices[ravel_index((k, j, i), res_shape)] = oblique_slice
results_ellipses = results_ellipses.ravel()
results_distances = results_distances.ravel()
print 'Distances and ellipses:'
print results_distances
print results_ellipses
min_dist_idx = results_distances.argmin(axis=0)
nearest_ellipse = results_ellipses[min_dist_idx]
output_slice = results_slices[min_dist_idx]
return nearest_ellipse, output_slice
def segment_guts():
data = np.memmap("E:\\guts_tracking\\data\\fish202_aligned_masked_8bit_150x200x440.raw", dtype='uint8', shape=(440,200,150)).copy()
#ellipse_data = get_ellipses(data[15])
#print ellipse_data
#new_slice = draw_esllipse(data[15], ellipse_data)
#fig, (ax1, ax2) = plt.subplots(1, 2)
#ax1.imshow(new_slice, cmap='gray')
#ax2.imshow(data[15], cmap='gray')
#plt.show()
#return
# slice_data = preprocess_data(data[12])
# seg_data = segment_data(slice_data)
# stats = slice_stats(seg_data)
#
# plt.imshow(seg_data, cmap='gray')
# plt.show()
# return
fig = plt.figure()
im = plt.imshow(data[10], animated=True, cmap='gray')
gathered_ellipses = []
for i,_slice in enumerate(data):
plt.title('Frame %d' % i)
ellipses_props = get_ellipses(_slice)
new_slice = _slice
if len(ellipses_props):
nearest_ellipse = get_nearest_ellipse(ellipses_props, gathered_ellipses)
print nearest_ellipse
gathered_ellipses.append(nearest_ellipse)
new_slice = draw_esllipse(_slice, nearest_ellipse)
im.set_data(new_slice)
plt.draw()
# def init():
# im.set_data(np.zeros(data[0].shape))
# return im,
#
# def animate(i):
# plt.title('Frame %d' % i)
#
# ellipses_props = get_ellipses(data[i])
#
# new_slice = data[i]
#
# if len(ellipses_props):
# nearest_ellipse = get_nearest_ellipse(ellipses_props, gathered_ellipses)
# print nearest_ellipse
#
# gathered_ellipses.append(nearest_ellipse)
#
# new_slice = draw_esllipse(data[i], nearest_ellipse)
#
# im.set_data(new_slice)
#
# return im,
#slice_data = preprocess_data(data[i])
#seg_data = segment_data(slice_data)
#stats = slice_stats(seg_data)
#anim = animation.FuncAnimation(fig, animate, init_func=init, frames=100, interval=100)
#anim.save('basic_animation.mp4', fps=30, extra_args=['-vcodec', 'libx264'])
plt.show()
#start from the tail
#for i,_slice in enumerate(data):
#yc, xc, a, b, orientation = get_ellipses(_slice)
#new_slice = draw_esllipse(_slice, yc, xc, a, b, orientation)
def test_canny():
data = np.memmap("E:\\guts_tracking\\data\\fish202_aligned_masked_8bit_150x200x440.raw", dtype='uint8', shape=(440,200,150)).copy()
data_slice = data[150]
sigmas = np.linspace(1,5,5)
low_thresholds = np.linspace(0.1,0.55,5)
thresholds = np.linspace(5,10,5)
accuracies = np.linspace(5,25,5)
edges = feature.canny(data_slice, sigma=3.0, low_threshold=0.4, high_threshold=0.8)
ellipses = hough_ellipse(edges, threshold=4, accuracy=1, min_size=15, max_size=300)
print ellipses
ellipses.sort(order='accumulator')
new_slice = draw_esllipse(edges, ellipses)
plt.imshow(new_slice, cmap='gray')
#fig, axes = plt.subplots(5, 5)
#for i,sigma in enumerate(sigmas):
#for j,low_threshold in enumerate(low_thresholds):
# for i,threshold in enumerate(thresholds):
# for j,accuracy in enumerate(accuracies):
# edges = feature.canny(data_slice, sigma=3.0, low_threshold=0.4, high_threshold=0.8)
# ellipses = hough_ellipse(edges, threshold=threshold, accuracy=accuracy, min_size=15, max_size=300)
# ellipses.sort(order='accumulator')
# new_slice = draw_esllipse(data_slice, ellipses)
#
# axes[i,j].imshow(new_slice, cmap='gray')
# #axes[i,j].set_title('sigma=%f, low_th=%f' % (sigma, low_threshold))
# axes[i,j].set_title('threshold=%f, accuracy=%f' % (threshold, accuracy))
# axes[i,j].get_xaxis().set_visible(False)
# axes[i,j].get_yaxis().set_visible(False)
plt.show()
def test_circles():
data = np.memmap("E:\\guts_tracking\\data\\fish202_aligned_masked_8bit_150x200x440.raw", dtype='uint8', shape=(440,200,150)).copy()
fig = plt.figure()
im = plt.imshow(data[10], animated=True, cmap='gray')
def init():
im.set_data(np.zeros(data[0].shape))
return im,
def animate(i):
print 'Frame %d' % i
plt.title('Frame %d' % i)
image = data[i]
hough_radii = np.arange(10, 100, 10)
edges = feature.canny(data[i], sigma=3.0, low_threshold=0.4, high_threshold=0.8)
hough_res = hough_circle(edges, hough_radii)
centers = []
accums = []
radii = []
for radius, h in zip(hough_radii, hough_res):
peaks = feature.peak_local_max(h)
centers.extend(peaks)
accums.extend(h[peaks[:, 0], peaks[:, 1]])
radii.extend([radius] * len(peaks))
image = ski.color.gray2rgb(data[i])
for idx in np.argsort(accums)[::-1][:5]:
center_x, center_y = centers[idx]
radius = radii[idx]
cx, cy = circle_perimeter(center_y, center_x, radius)
if max(cx) < 150 and max(cy) < 200:
image[cy, cx] = (220, 20, 20)
im.set_data(image)
return im,
anim = animation.FuncAnimation(fig, animate, init_func=init, frames=100, interval=100)
plt.show()
def test_circles2():
data = np.memmap("E:\\guts_tracking\\data\\fish202_aligned_masked_8bit_150x200x440.raw", dtype='uint8', shape=(440,200,150)).copy()
i = 157
hough_radii = np.arange(10, 100, 10)
edges = feature.canny(data[i], sigma=3.0, low_threshold=0.4, high_threshold=0.8)
hough_res = hough_circle(edges, hough_radii)
centers = []
accums = []
radii = []
for radius, h in zip(hough_radii, hough_res):
peaks = feature.peak_local_max(h)
centers.extend(peaks)
accums.extend(h[peaks[:, 0], peaks[:, 1]])
radii.extend([radius] * len(peaks))
image = ski.color.gray2rgb(data[i])
for idx in np.argsort(accums)[::-1][:5]:
center_x, center_y = centers[idx]
radius = radii[idx]
cx, cy = circle_perimeter(center_y, center_x, radius)
if max(cx) < 150 and max(cy) < 200:
image[cy, cx] = (220, 20, 20)
plt.imshow(image, cmap='gray')
plt.show()
def test_detect_by_stats():
data = np.memmap("E:\\guts_tracking\\data\\fish202_aligned_masked_8bit_150x200x440.raw", dtype='uint8', shape=(440,200,150)).copy()
data_slice = data[68]
slice_data = preprocess_data(data_slice)
labeled_data, num_features = segment_data(slice_data)
#plt.imshow(labeled_data == 4, cmap='gray')
#plt.show()
stats = slice_stats(labeled_data)
#stats = stats[(stats.area > 20) & (stats.area < np.pi * min(data_slice.shape)**2)]
#stats = stats[(stats.area > 20) & (stats.area < 20000)]
stats = stats[(stats.area > 2) & (stats.area < 20000)]
#print stats
#stats = stats[stats.circularity > 0.2]
image = data_slice
for index, row in stats.iterrows():
print row
yc, xc = [int(round(x)) for x in row.centroid]
orientation = row.orientation
major_axis = int(round(row.major_axis_length/2.))
minor_axis = int(round(row.minor_axis_length/2.))
image = ski.color.gray2rgb(image)
cy, cx = ellipse_perimeter(yc, xc, minor_axis, major_axis, -orientation)
image[cy, cx] = (220, 20, 20)
rr, cc = circle(yc, xc, 2)
image[rr, cc] = (220, 20, 20)
plt.imshow(image, cmap='gray')
plt.show()
print stats
def test_detect_by_stats2():
data = np.memmap("E:\\guts_tracking\\data\\fish202_aligned_masked_8bit_150x200x440.raw", dtype='uint8', shape=(440,200,150)).copy()
fig = plt.figure()
im = plt.imshow(data[10], animated=True, cmap='gray')
frame_shape = data[0].shape
def init():
im.set_data(np.zeros(data[0].shape))
return im,
def animate(i):
plt.title('Frame %d' % i)
slice_data = preprocess_data(data[i + 100])
if np.count_nonzero(slice_data):
labeled_data, num_features = segment_data(slice_data)
stats = slice_stats(labeled_data)
stats = stats[(stats.area > 20) & ((stats.major_axis_length < frame_shape[0]) | (stats.major_axis_length < frame_shape[1]))]
stats = stats[stats.circularity > 0.5]
for index, row in stats.iterrows():
print 'Frame# %d, Circle# %d [circularity = %f]' % (i, row.label, row.circularity)
yc, xc = [int(round(x)) for x in row.centroid]
orientation = row.orientation
major_axis = int(round(row.major_axis_length/2.))
minor_axis = int(round(row.minor_axis_length/2.))
slice_data = ski.color.gray2rgb(slice_data)
cy, cx = ellipse_perimeter(yc, xc, minor_axis, major_axis, orientation)
slice_data[cy, cx] = (220, 20, 20)
rr, cc = circle(yc, xc, 2)
slice_data[rr, cc] = (220, 20, 20)
im.set_data(slice_data)
return im,
anim = animation.FuncAnimation(fig, animate, init_func=init, frames=100, interval=100)
plt.show()
def draw_ellipses(slice_data, ellipse, color=(220, 20, 20)):
yc, xc = [int(round(x)) for x in ellipse.centroid]
orientation = ellipse.orientation
major_axis = int(round(ellipse.major_axis_length/2.))
minor_axis = int(round(ellipse.minor_axis_length/2.))
image = ski.color.gray2rgb(slice_data)
cy, cx = ellipse_perimeter(yc, xc, minor_axis, major_axis, -orientation)
image[cy, cx] = color
rr, cc = circle(yc, xc, 2)
image[rr, cc] = color
return image
def track_guts_animation(data, inital_ellipse):
fig = plt.figure()
im = plt.imshow(data[inital_ellipse.slice_idx], animated=True, cmap='gray')
frame_shape = data[inital_ellipse.slice_idx].shape
global gathered_ellipses
def init():
global gathered_ellipses
gathered_ellipses = pd.DataFrame()
gathered_ellipses = gathered_ellipses.append(inital_ellipse, ignore_index=True)
im.set_data(np.zeros(data[inital_ellipse.slice_idx].shape))
return im,
def animate(i):
global gathered_ellipses
index = i + inital_ellipse.slice_idx + 1
plt.title('Frame %d' % index)
slice_data = preprocess_data(data[index])
print 'FRAME #%d' % index
if np.count_nonzero(slice_data):
#segemnt frame
labeled_data, num_features = segment_data(slice_data)
#remove all big and non-circualr labels
stats = slice_stats(labeled_data, slice_idx=index)
stats = stats[(stats.area > 20) & ((stats.major_axis_length < frame_shape[0]) | (stats.major_axis_length < frame_shape[1]))]
#stats = stats[stats.area > 20]
#stats = stats[stats.circularity > 0.5]
if stats.size:
#find the nearest ellipse and collect
nearest_ellipse, distance = get_nearest_ellipse(stats, gathered_ellipses)
if nearest_ellipse.empty:
nearest_ellipse, slice_data = predict_ellipse(data, gathered_ellipses, index)
gathered_ellipses = gathered_ellipses.append(nearest_ellipse, ignore_index=True)
print nearest_ellipse.centroid
#draw ellipse
slice_data = draw_ellipses(slice_data, nearest_ellipse)
im.set_data(slice_data)
return im,
anim = animation.FuncAnimation(fig, animate, init_func=init, frames=300, interval=100, repeat=False)
plt.show()
print gathered_ellipses[['centroid','slice_idx']]
def track_guts_noa(data, inital_ellipse):
fig = plt.figure()
ax = fig.gca()
plt.ion()
plt.show()
frame_shape = data[inital_ellipse.slice_idx].shape
gathered_ellipses = pd.DataFrame()
gathered_ellipses = gathered_ellipses.append(inital_ellipse, ignore_index=True)
for slice_idx in np.arange(inital_ellipse.slice_idx + 1, 200):
plt.title('Frame %d' % slice_idx)
print 'FRAME #%d' % slice_idx
slice_data = preprocess_data(data[slice_idx])
if np.count_nonzero(slice_data):
#segemnt frame
labeled_data, num_features = segment_data(slice_data)
#remove all big and non-circualr labels
stats = slice_stats(labeled_data, slice_idx=slice_idx)
stats = stats[(stats.area > 20) & ((stats.major_axis_length < frame_shape[0]) | (stats.major_axis_length < frame_shape[1]))]
if stats.size:
#find the nearest ellipse and collect
nearest_ellipse, distance = get_nearest_ellipse(stats, gathered_ellipses)
if nearest_ellipse.empty:
nearest_ellipse, slice_data = predict_ellipse(data, gathered_ellipses, slice_idx)