2023年智能优化算法之——增长优化器Growth Optimizer(GO)，附MATLAB代码

增长优化器的主要设计灵感来源于个人在社会成长过程中的学习和反思机制。学习是个体通过从外部世界获得知识而成长的过程。反思是检查个人自身不足并调整个人学习策略以帮助个人成长的过程。参考文献如下：

Zhang, Qingke, et al. “Growth Optimizer: A Powerful Metaheuristic Algorithm for Solving Continuous and Discrete Global Optimization Problems.” Knowledge-Based Systems, vol. 261, Elsevier BV, Feb. 2023, p. 110206,DOI:http://10.1016/j.knosys.2022.110206

该代码的源码编写有两种方式，一种是常规的，以最大迭代次数为目标进行寻优，一种是设置了一个标识符，当适应度值不再增长，且循环已经超过了最大标识符时，会终止寻优。

以CEC2017函数为例，进行结果展示：

 接下来上关键代码：

function [gbestX,gbestfitness,gbesthistory]= GO_FEs(popsize,dimension,xmax,xmin,MaxFEs,Func,FuncId)
% This version is an evaluation version of GO
%% Parameter setting
FEs=0;P1=5;P2=0.001;P3=0.3;
%% Initialization
x=unifrnd(xmin,xmax,popsize,dimension);
newx=x;
fitness=inf(1,popsize);
gbesthistory=inf(1,MaxFEs);
gbestfitness=inf;
for i=1:popsize
    fitness(i)=Func(x(i,:)',FuncId);
    FEs=FEs+1;
    if gbestfitness>fitness(i)
        gbestfitness=fitness(i);
        gbestX=x(i,:);
    end
    gbesthistory(FEs)=gbestfitness;
end
%% Enter iteration
while 1
    [~, ind]=sort(fitness);
    Best_X=x(ind(1),:);   % Note the difference between Best_X and gbestX
    %% Learning phase
    for i=1:popsize
        Worst_X=x(ind(randi([popsize-P1+1,popsize],1)),:);
        Better_X=x(ind(randi([2,P1],1)),:);
        random=randperm(popsize,3);
        random(random==i)=[];
        L1=random(1);L2=random(2);
        Gap1=(Best_X-Better_X); Gap2=(Best_X-Worst_X); Gap3=(Better_X-Worst_X); Gap4=(x(L1,:)-x(L2,:));
        Distance1=norm(Gap1); Distance2=norm(Gap2); Distance3=norm(Gap3); Distance4=norm(Gap4);
        SumDistance=Distance1+Distance2+Distance3+Distance4;
        LF1=Distance1/SumDistance; LF2=Distance2/SumDistance; LF3=Distance3/SumDistance; LF4=Distance4/SumDistance;
        SF=fitness(i)/max(fitness);
        KA1=LF1*SF*Gap1; KA2=LF2*SF*Gap2; KA3=LF3*SF*Gap3; KA4=LF4*SF*Gap4;
        newx(i,:)=x(i,:)+KA1+KA2+KA3+KA4;
        % Clipping
        newx(i,:)=max(newx(i,:),xmin);
        newx(i,:)=min(newx(i,:),xmax);
        newfitness=Func(newx(i,:)',FuncId);
        FEs=FEs+1;
        % Real time update
        if fitness(i)>newfitness
            fitness(i)=newfitness;
            x(i,:)=newx(i,:);
        else
            if randfitness(i)
            gbestfitness=fitness(i);
            gbestX=x(i,:);
        end
        gbesthistory(FEs)=gbestfitness;
    end
    fprintf("FEs: %d, fitness error: %e\n",FEs,gbestfitness);
    if FEs>=MaxFEs
        break;
    end
    %% Reflection phase
    for i=1:popsize
        newx(i,:)=x(i,:);
        for j=1:dimension
            if randnewfitness
            fitness(i)=newfitness;
            x(i,:)=newx(i,:);
        else
            if randfitness(i)
            gbestfitness=fitness(i);
            gbestX=x(i,:);
        end
        gbesthistory(FEs)=gbestfitness;
    end
    fprintf("FEs: %d, fitness error: %e\n",FEs,gbestfitness);
    if FEs>=MaxFEs
        break;
    end
end
%% Deal with the situation of too little or too much evaluation
 if FEsMaxFEs
         gbesthistory(MaxFEs+1:end)=[];
     end
 end
end

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