使用遗传算法计算 f（x） = 1-x^2的最大值

2023年8月22日 174次阅读 来源: 遗传算法

遗传算法计算 f（x） = 1-x^2的最大值

x 的区间是 -1<= x <= 1

F = @(x)1-x.^2;
f = @(x)2/(2^11-1)*x-1;

s = round(rand(8,11));
s = num2str(s);
s(find(s==' '))=[];
s = reshape(s, 8, 11);
for j = 1:10000
for i = 1:2
    k = round(rand(1)*8)+1;
    if  k == 9
        k = 8;
    end
    temp = s(k, :);
    wei = round(rand(1)*11)+1;
    if wei == 12
        wei = 11;
    end
    if temp(wei) == '1'
        temp(wei) = '0';
    else
        temp(wei) = '1';
    end
    s = [s ; temp];
end

for i = 3
    k = round(rand(1, 2)*8)+1;
    a = s(k(1), :);
    b = s(k(2), :);
    wei = round(rand(1, 2)*11)+1;
    temp = a(wei : 11);
    a (wei : 11) = b(wei : 11);
    b(wei : 11) = temp;
    s = [s ; a; b];
end
[ff bin] = sort(F(f(bin2dec(s))), 'descend');
s = [s(bin(1:8), :)];
end
F(f(bin2dec(s)))

 

    原文作者：遗传算法
    原文地址: https://blog.csdn.net/rengarlee/article/details/70244545
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