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January 4, 2010 09:21
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trying some simple simulations from The Selfish Gene
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author: Jeremy Banks <[email protected]> | |
license: MIT (do what you want but give attribution) | |
I'm currently reading The Selfish Gene by Richard Dawkins. On page 185 | |
(of ISBN 9780199291151) he mentions a computer simulation he ran to | |
test a theory. It sounded interesting and not too complicated, so I | |
decided to attempt to replicate it. | |
Currently, I am failing rather badly. |
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#!/usr/bin/env python3.1 | |
import sys | |
from time import time, sleep | |
from random import random, randint, randrange, choice as randchoice | |
class Individual(object): | |
GROOMEE_POINTS = 10 | |
GROOMER_POINTS = -1 | |
def __init__(self): | |
self.score = 0 | |
def request_grooming(self, other): | |
if other.will_groom(self): | |
self.score += self.GROOMEE_POINTS | |
other.score += self.GROOMER_POINTS | |
class Sucker(Individual): | |
"""Suckers will always groom others.""" | |
symbol = "s" | |
def will_groom(self, other): | |
return True | |
class Cheat(Individual): | |
"""Cheats will never groom others.""" | |
symbol = "C" | |
def will_groom(self, other): | |
return False | |
class Grudger(Individual): | |
"""Grudgers will groom others who have not previously failed to reciprocate.""" | |
symbol = "g" | |
def __init__(self): | |
self.score = 0 | |
self.have_groomed = set() | |
self.known_cheaters = set() | |
def request_grooming(self, other): | |
if other.will_groom(self): | |
self.score += self.GROOMEE_POINTS | |
other.score += self.GROOMER_POINTS | |
elif other in self.have_groomed: | |
self.known_cheaters.add(other) | |
def will_groom(self, other): | |
if other not in self.known_cheaters: | |
self.have_groomed.add(self) | |
return True | |
else: | |
return False | |
def loop(f, while_=None, speed_limit=None): | |
latest = while_ | |
if speed_limit: | |
last_start = 0 | |
while latest == while_: | |
if speed_limit: | |
remaining = last_start + speed_limit - time() | |
if remaining >= 0: | |
sleep(remaining) | |
last_start = time() | |
latest = f() | |
return latest | |
def main(): | |
grooms_per_generation = 5000 | |
death_rate = .5 | |
population = ( [ Cheat() for _ in range( 5) ] | |
+ [ Sucker() for _ in range( 0) ] | |
+ [ Grudger() for _ in range(175) ] ) | |
def tick(): | |
for _ in range(grooms_per_generation): | |
a = b = randchoice(population) | |
while b is a: | |
b = randchoice(population) | |
a.request_grooming(b) | |
population.sort(key=lambda individual: individual.score) | |
for _ in range(int(len(population) * death_rate)): | |
dead_index = int( (random() * len(population)) ** 3 | |
/ len(population) ** 2) | |
population[dead_index] = type(randchoice(population))() | |
population.sort(key=lambda individual: individual.symbol) | |
for individual in population: | |
individual.score = 0 | |
sys.stdout.write(individual.symbol) | |
sys.stdout.write("\n") | |
if all(type(i) == type(population[0]) for i in population): | |
# stop if population is homogenious | |
return True | |
loop(tick) | |
if __name__ == "__main__": | |
sys.exit(main(*sys.argv[1:])) |
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