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connecting_the_dots/co/plt2d.py

58 lines
1.6 KiB

5 years ago
import numpy as np
import matplotlib.pyplot as plt
from . import geometry
def image_matrix(ims, bgval=0):
n = ims.shape[0]
m = int( np.ceil(np.sqrt(n)) )
h = ims.shape[1]
w = ims.shape[2]
mat = np.empty((m*h, m*w), dtype=ims.dtype)
mat.fill(bgval)
idx = 0
for r in range(m):
for c in range(m):
if idx < n:
mat[r*h:(r+1)*h, c*w:(c+1)*w] = ims[idx]
idx += 1
return mat
def image_cat(ims, vertical=False):
offx = [0]
offy = [0]
if vertical:
width = max([im.shape[1] for im in ims])
offx += [0 for im in ims[:-1]]
offy += [im.shape[0] for im in ims[:-1]]
height = sum([im.shape[0] for im in ims])
else:
height = max([im.shape[0] for im in ims])
offx += [im.shape[1] for im in ims[:-1]]
offy += [0 for im in ims[:-1]]
width = sum([im.shape[1] for im in ims])
offx = np.cumsum(offx)
offy = np.cumsum(offy)
im = np.zeros((height,width,*ims[0].shape[2:]), dtype=ims[0].dtype)
for im0, ox, oy in zip(ims, offx, offy):
im[oy:oy + im0.shape[0], ox:ox + im0.shape[1]] = im0
return im, offx, offy
def line(li, h, w, ax=None, *args, **kwargs):
if ax is None:
ax = plt.gca()
xs = (-li[2] - li[1] * np.array((0, h-1))) / li[0]
ys = (-li[2] - li[0] * np.array((0, w-1))) / li[1]
pts = np.array([(0,ys[0]), (w-1, ys[1]), (xs[0], 0), (xs[1], h-1)])
pts = pts[np.logical_and(np.logical_and(pts[:,0] >= 0, pts[:,0] < w), np.logical_and(pts[:,1] >= 0, pts[:,1] < h))]
ax.plot(pts[:,0], pts[:,1], *args, **kwargs)
def depthshow(depth, *args, ax=None, **kwargs):
if ax is None:
ax = plt.gca()
d = depth.copy()
d[d < 0] = np.NaN
ax.imshow(d, *args, **kwargs)