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""" | |
gausskernel.py | |
Vasco Flores | |
unidim: | |
0.00081721 0.02804124 0.23392411 0.47442500 0.23392411 0.02804124 0.00081721 | |
sum: | |
0.9999901346984609 | |
bidim: | |
0.00000067 0.00002292 0.00019117 0.00038771 0.00019117 0.00002292 0.00000067 | |
0.00002292 0.00078631 0.00655952 0.01330347 0.00655952 0.00078631 0.00002292 | |
0.00019117 0.00655952 0.05472049 0.11097945 0.05472049 0.00655952 0.00019117 | |
0.00038771 0.01330347 0.11097945 0.22507908 0.11097945 0.01330347 0.00038771 | |
0.00019117 0.00655952 0.05472049 0.11097945 0.05472049 0.00655952 0.00019117 | |
0.00002292 0.00078631 0.00655952 0.01330347 0.00655952 0.00078631 0.00002292 | |
0.00000067 0.00002292 0.00019117 0.00038771 0.00019117 0.00002292 0.00000067 | |
sum: | |
0.9999802694942458 | |
""" | |
import math | |
def gauss1(x, sigma) : | |
t = 2.0*sigma*sigma | |
return math.exp(-(x*x)/t)/(math.sqrt(math.pi*t)) | |
def gauss2(x, y, sigma) : | |
t = 2.0*sigma*sigma | |
return math.exp(-(x*x + y*y)/t)/(math.pi*t) | |
def genGauss1(sigma, r): | |
a = [] | |
for x in range(-r, r+1): | |
a.append(gauss1(x, sigma)) | |
return a | |
def genGauss2(sigma, r): | |
a = [] | |
for y in range(-r, r+1): | |
b = [] | |
for x in range(-r, r+1): | |
b.append(gauss2(x, y, sigma)) | |
a.append(b) | |
return a | |
sigma = 0.84089642 | |
r = math.ceil(3*sigma) | |
uni = genGauss1(sigma, r) | |
bidi = genGauss2(sigma, r) | |
print("unidim:") | |
print(" ".join(["{:10.8f}".format(n) for n in uni])) | |
print("sum:") | |
print(sum(uni)) | |
print("\nbidim:") | |
for l in bidi: | |
print(" ".join(["{:10.8f}".format(n) for n in l])) | |
print("sum:") | |
print(sum(sum(l) for l in bidi)) | |
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