📄 genetic_1.m
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function [x_opt]=genetic_1()
%遗传算法求f()=x^2(0<x<31)的整数最优解
%编码和初始化群体
pop=zeros(4,5);
for m=1:4
a=rand(1,5);
a(find(a>=0.5))=1;
a(find(a<0.5))=0;
pop(m,:)=a;
end
for generation=1:100
%计算各染色体的适应值
fitness=zeros(1,4);
temp=[16 8 4 2 1];
for m=1:4
fitness(m)=sum(pop(m,:).*temp);
end
%由各染色体的适应值计算概率
property=zeros(1,4);
for m=1:4
property(m)=fitness(m)/sum(fitness);
end
%由概率选定种群
pop_next=zeros(4,5);
for m=1:4
p(m)=sum(property(1:m));
end
count=1;
for m=1:4
b=rand;
if b<=p(1)
pop_next(count,:)=pop(1);
count=count+1;
elseif b<=p(2)
pop_next(count,:)=pop(2);
count=count+1;
elseif b<=p(3)
pop_next(count,:)=pop(3);
count=count+1;
elseif b<=p(4)
pop_next(count,:)=pop(4);
count=count+1;
end
end
%交配
c=ceil(unifrnd(0,5));
pop_next(1,c+1:end)=pop_next(2,c+1:end);
pop_next(3,c+1:end)=pop_next(4,c+1:end);
%变异
for m=1:4
for n=1:5
d=rand;
if d<0.005 %变异概率不能取得太大
pop_next(m,n)=1-pop_next(m,n);
end
end
end
pop=pop_next;
end
%显示结果
result=zeros(1,4);
for m=1:4
fitness(m)=sum(pop(m,:).*temp)
end
% fitness =
%
% 31 31 31 31
%
%
% fitness =
%
% 31 31 31 31
%
%
% fitness =
%
% 31 31 31 31
%
%
% fitness =
%
% 31 31 31 31
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