Created
July 19, 2017 09:20
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Optimizing bogosort genetic algorithm
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from random import sample, uniform, randrange, shuffle | |
from time import sleep | |
def breed(mother, father): | |
fetus = mother[:randrange(len(mother))] | |
sperm = list(filter(lambda x: x not in fetus, father)) | |
return fetus + sperm | |
def fitness(array): | |
return len(list(filter(lambda x: x[0]==x[1], | |
zip(array, sorted(array))))) / float(len(array)) | |
def wheel_choice(items): | |
p = uniform(0.0, sum(map(fitness, items))) | |
for item in items: | |
p -= fitness(item) | |
if p < 0: return item | |
return item | |
def gen_shuffle(array): | |
childs = [sample(array, len(array)) for _ in range(8)] | |
mother, father = wheel_choice(childs), wheel_choice(childs) | |
return breed(mother, father) | |
def bogo_shuffle(x): | |
shuffle(x) | |
return x | |
def bogo(x, func): | |
cnt = 0 | |
while x != sorted(x): | |
x = func(x) | |
cnt += 1 | |
return cnt | |
def test(array, epoch, func): | |
total = 0 | |
for _ in range(epoch): | |
total += bogo(array[:], func) | |
print ("""FUNCTION: {} | |
epoch: {} | |
array: {} | |
total: {} | |
average: {}""".format(func, epoch, array, total, total / float(epoch))) | |
epoch = 32 | |
size = 8 | |
array = sample(range(size), size) | |
test(array, epoch, bogo_shuffle) | |
test(array, epoch, gen_shuffle) |
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