def test_draw_points(self):
from clifford.tools.g3 import random_euc_mv
from clifford.g3 import layout
gs = GanjaScene()
gs.add_objects([random_euc_mv().value[0:8] for i in range(10)], static=False)
with open('test_file.html', 'w') as test_file:
print(generate_full_html(str(gs), sig=layout.sig, grid=True, scale=1.0, gl=False), file=test_file)
render_cef_script(str(gs), sig=layout.sig, grid=True, scale=1.0, gl=False)
def test_draw_points(self):
gs = GanjaScene()
gs.add_objects([self.random_point() for i in range(10)], static=False)
with open('test_file.html', 'w') as test_file:
test_file.write(
generate_full_html(str(gs),
sig=self.layout.sig,
grid=True,
scale=1.0,
gl=True))
draw(gs, sig=self.layout.sig, grid=True, scale=1.0, gl=True)
def test_scene_addition(self):
from clifford.tools.g3c import random_line, random_circle
a = GanjaScene()
a.add_objects([random_line() for i in range(10)], color=Color.RED)
b = GanjaScene()
b.add_objects([random_circle() for i in range(10)], color=Color.BLUE)
draw(a + b, scale=0.01)
def test_pyganja_facet(self):
from clifford.tools.g3c import random_conformal_point
from pyganja import GanjaScene
gs = GanjaScene()
point_list = [random_conformal_point() for i in range(3)]
#gs.add_objects(point_list)
gs.add_facet(point_list)
point_list = [random_conformal_point() for i in range(3)]
#gs.add_objects(point_list)
#gs.add_facet(point_list,color=int('AAFF0000',16))
facet_list = [[random_conformal_point() for i in range(3)] for i in range(10)]
#gs.add_facets(facet_list,color=int('AA0000FF',16))
draw(gs, scale=0.05, browser_window=True)
print(gs)
def test_eval_final_poly_circles(self):
from scene_objects import CircleSurface
X0 = random_circle()
X1 = random_circle()
S = average_objects([X1, X0], [0.2, (1 - 0.2)])
L = ((S * einf * S) ^ up(0.0) ^ einf).normal()
Xdash = MultiVectorPolynomial(cf.MVArray([X0, X1 - X0]))
full_poly = gen_full_poly_circles(Xdash, L)
print('full_poly ', full_poly)
print('', flush=True)
final_scalar_poly = gen_full_scalar_poly_circles(Xdash, L)
jitted_scalar_poly = jitted_gen_full_scalar_poly_circles(
cf.MVArray([X0, X1 - X0]), L)
from pyganja import GanjaScene, Color
gs = GanjaScene()
gs.add_objects([X0, X1], color=Color.BLACK)
gs.add_objects([S], color=Color.RED)
gs.add_objects([L])
draw(gs, scale=0.1)
r = potential_roots_circles(X0, X1, L)
surf = CircleSurface(X0, X1, nprobe_alphas=2000)
print('probe method: ', surf.intersection_func(L.value))
print('\n\n\n')
print('polynomial method: ', r)
print(len(surf.probe_alphas), flush=True)
time.sleep(0.5)
# for alpha in surf.probe_alphas:
# print(full_poly(alpha))
# test the value at each
import matplotlib.pyplot as plt
plt.figure()
plt.plot(surf.probe_alphas, surf.probe_func(L.value))
plt.plot(surf.probe_alphas,
[final_scalar_poly(alpha) for alpha in surf.probe_alphas],
'r')
plt.plot(surf.probe_alphas,
[jitted_scalar_poly(alpha) for alpha in surf.probe_alphas],
'g')
plt.plot(surf.probe_alphas, surf.probe_alphas * 0, 'k')
plt.legend(["true meet", "polynomial function", "zero"])
plt.savefig('circle_root_func.png')
plt.show()
def test_print_scene(self):
from clifford.tools.g3c import random_line
gs = GanjaScene()
gs.add_objects([random_line() for i in range(2)])
print(gs)