return [rgb_tuple[0], rgb_tuple[1], rgb_tuple[2], 1]
if __name__ == '__main__':
''' Cool looking seed values
2, 52, 94, 124396, 123456789, 123454321'''
from function_generator import FunctionGenerator as FG
unary_ops = {
"sin": lambda x: np.sin(x),
"cos": lambda x: np.cos(x),
"tan": lambda x: np.tan(x),
"sinh": lambda x: np.sinh(x),
"cosh": lambda x: np.cosh(x),
"tanh": lambda x: np.tanh(x),
"repr": lambda x: 1 / x,
}
f_gen = FG(unary_op=unary_ops)
f1 = f_gen.generate_function(rand_seed=5)
def f(z):
ans = f1(z)
if np.isfinite(ans):
return ans
else:
return 0
d = Domain(-3, 3, -3, 3)
f_p = FunctionPlot(f, domain_colouring, d, 512, 512, grid=False)
f_p.save()
f_p.plot()
"repr": lambda x: 1 / complex(x),
"exp": lambda x: np.exp(x),
"log": lambda x: np.log(x),
}
binary_ops = {
"add": lambda x, y: complex(x) + complex(y),
"sub": lambda x, y: complex(x) - complex(y),
"mul": lambda x, y: complex(x) * complex(y),
"div": lambda x, y: complex(x) / complex(y),
}
while True:
done = False
try:
f_gen = FG(unary_op=unary_ops, binary_op=binary_ops)
f1 = f_gen.generate_function()
def f(z):
ans = f1(z)
if np.isfinite(ans):
return ans
else:
return 0
d = d_c.Domain(-3, 3, -3, 3)
f_p = d_c.FunctionPlot(f,
d_c.domain_colouring,
d,
512,
512,
grid=False)
