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function net=GABPNET(XX,YY)
%--------------------------------------------------------------------------
%  GABPNET.m
%  Ê¹ÓÃÒÅ´«Ëã·¨¶ÔBPÍøÂçȨֵãÐÖµ½øÐÐÓÅ»¯£¬ÔÙÓÃBPË㷨ѵÁ·ÍøÂç
%--------------------------------------------------------------------------
%Êý¾Ý¹éÒ»»¯Ô¤´¦Àí
nntwarn off
XX=premnmx(XX);
YY=premnmx(YY);
%´´½¨ÍøÂç
net=newff(minmax(XX),[19,25,1],{'tansig','tansig','purelin'},'trainlm');
%ÏÂÃæÊ¹ÓÃÒÅ´«Ëã·¨¶ÔÍøÂç½øÐÐÓÅ»¯
P=XX;
T=YY;
R=size(P,1);
S2=size(T,1);
S1=25;%Òþº¬²ã½ÚµãÊý
S=R*S1+S1*S2+S1+S2;%ÒÅ´«Ëã·¨±àÂ볤¶È
aa=ones(S,1)*[-1,1];
popu=50;%ÖÖȺ¹æÄ£
initPpp=initializega(popu,aa,'gabpEval');%³õʼ»¯ÖÖȺ
gen=100;%ÒÅ´«´úÊý
%ÏÂÃæµ÷ÓÃgaot¹¤¾ßÏ䣬ÆäÖÐÄ¿±êº¯Êý¶¨ÒåΪgabpEval
[x,endPop,bPop,trace]=ga(aa,'gabpEval',[],initPpp,[1e-6 1 1],'maxGenTerm',gen,...
  'normGeomSelect',[0.09],['arithXover'],[2],'nonUnifMutation',[2 gen 3]);
%»æÊÕÁ²ÇúÏßͼ
figure(1)
plot(trace(:,1),1./trace(:,3),'r-');
hold on
plot(trace(:,1),1./trace(:,2),'b-');
xlabel('Generation');
ylabel('Sum-Squared Error');
figure(2)
plot(trace(:,1),trace(:,3),'r-');
hold on
plot(trace(:,1),trace(:,2),'b-');
xlabel('Generation');
ylabel('Fittness');
%ÏÂÃæ½«³õ²½µÃµ½µÄȨֵ¾ØÕ󸳸øÉÐδ¿ªÊ¼ÑµÁ·µÄBPÍøÂç
[W1,B1,W2,B2,P,T,A1,A2,SE,val]=gadecod(x);
net.LW{2,1}=W1;
net.LW{3,2}=W2;
net.b{2,1}=B1;
net.b{3,1}=B2;
XX=P;
YY=T;
%ÉèÖÃѵÁ·²ÎÊý
net.trainParam.show=1;
net.trainParam.lr=1;
net.trainParam.epochs=50;
net.trainParam.goal=0.001;
%ѵÁ·ÍøÂç
net=train(net,XX,YY);


³ÌÐò¶þ£ºÊÊÓ¦Öµº¯Êý
function [sol, val] = gabpEval(sol,options)
% val - the fittness of this individual
% sol - the individual, returned to allow for **rckian evolution
% options - [current_generation]
load data2;
nntwarn off
XX=premnmx(XX);
YY=premnmx(YY);
P=XX;
T=YY;
R=size(P,1);
S2=size(T,1);
S1=25;%Òþº¬²ã½ÚµãÊý
S=R*S1+S1*S2+S1+S2;%ÒÅ´«Ëã·¨±àÂ볤¶È
for i=1:S,
   x(i)=sol(i);
end;
[W1, B1, W2, B2, P, T, A1, A2, SE, val]=gadecod(x);

³ÌÐòÈý£º±à½âÂ뺯Êý
function [W1, B1, W2, B2, P, T, A1, A2, SE, val]=gadecod(x)
load data2;
nntwarn off;
XX=premnmx(XX);
YY=premnmx(YY);
P=XX;
T=YY;
R=size(P,1);
S2=size(T,1);
S1=25;%Òþº¬²ã½ÚµãÊý
S=R*S1+S1*S2+S1+S2;%ÒÅ´«Ëã·¨±àÂ볤¶È
% ǰR*S1¸ö±àÂëΪW1
for i=1:S1,
    for k=1:R,
      W1(i,k)=x(R*(i-1)+k);
    end
end
% ½Ó×ŵÄS1*S2¸ö±àÂ루¼´µÚR*S1¸öºóµÄ±àÂ룩ΪW2
for i=1:S2,
   for k=1:S1,
      W2(i,k)=x(S1*(i-1)+k+R*S1);
   end
end
% ½Ó×ŵÄS1¸ö±àÂ루¼´µÚR*S1+S1*S2¸öºóµÄ±àÂ룩ΪB1
for i=1:S1,
   B1(i,1)=x((R*S1+S1*S2)+i);
end
% ½Ó×ŵÄS2¸ö±àÂ루¼´µÚR*S1+S1*S2+S1¸öºóµÄ±àÂ룩ΪB2
for i=1:S2,
   B2(i,1)=x((R*S1+S1*S2+S1)+i);
end
% ¼ÆËãS1ÓëS2²ãµÄÊä³ö
A1=tansig(W1*P,B1);
A2=purelin(W2*A1,B2);
% ¼ÆËãÎó²îƽ·½ºÍ
SE=sumsqr(T-A2);
val=1/SE; % ÒÅ´«Ëã·¨µÄÊÊÓ¦Öµ

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