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程序1 求初解 clc,clear A1=eye(6,6); A2=eye(4,4); B1=A1(1:5,:); B2=A2(1,); X1=[A1;A1;A1;A1;B1]; X4=[A2;A2;A2;A2;A2;A2;A2;B2]; %以下程序用于求解X2,X3中1-9个决策变量 P1=X1;t=0; While
t<2 X=zeros(29,6); c11=zeros(1,6); c1=zeros(1,6); count=0; for m=1:9 tag11=0; for n=1:6 if P1(m,n)==0 if c11(n)<2&tag11==0&count<3 X(m,n)=1; tag11=1; c11(n)=c11(n)+1; c1(n)=c1(n)+1; if c11(n)==2 count=count+1; end elseif c11(n)<1&tag11==0 X(m,n)=1; tag11=1; c11(n)=c11(n)+1; c1(n)=c1(n)+1; end end end end %以下程序用于调整X3中前9行中不满足条件的决策变量 ift==1 a=sum(X(1:9,:)′); for m=1:9 if a(m)==0 b=m; break; end end Y=X(1:9,:); for m=1:9 kk=0; c=P1(b,:)+Y(m,:); for n=1:6 if c(n)==2 kk=1; break end end if kk==0 X(b,:)=Y(m,:); X(m,:)=Y(b,:); for n=1:6 if P1(m,n)==0 X(m,n)=1; break end end break end end end %以下程序用于求解X2,X3中20-29个决策变量 for m=10:29 tag12=0; for n=1:6 if P1(m,n)==0 if c1(n)<5&tag12==0 X(m,n)=1; tag12=1; c1(n)=c1(n)+1; else X(m,n)=0; end else X(m,n)=0; end end end %以下程序用于调整X3中20-29个不满足条件的决策变量 if t==1 Y=X for m=10:29 if P1(m,6)==0 X(m,:)=Y(29,:); X(29,:)=Y(m,:); X(m,6)=1; break end end end if t==0 X2=X; else X3=X; end P1=P1+X; t=t+1; end %以下程序用以求得满足约束条件的X5,X6,X7; t=0; while t<3 C2=randperm1(A2); B2= C2(1,:); Y=[randperm1(A2); randperm1(A2); randperm1(A2); randperm1(A2); randperm1(A2); randperm1(A2); randperm1(A2);B2]; if t==0 X5=Y; elseif t==1 X6=Y; else X7=Y; end t=t+1; end %将初解保存在文本文件shuju中 save shuju X1 X2 X3 X4 X5 X6 X7 程序2 目标函数 function f=F(A,B,C,D,E,F,G) Q1=A*A′-eye(29,29); Q2=B*B′-eye(29,29); Q3=C*C′-eye(29,29); Q4=D*D′-eye(29,29); Q5=E*E′-eye(29,29); Q6=F*F′-eye(29,29); Q7=G*G′-eye(29,29); Q_sum=Q1+Q2+Q3+Q4+Q5+Q6+Q7; Q_sum=Q_sum+eye(29,29); M=Q_sum1==zeros(29,29); count=sum(sum(M)); g=norm(Q_sum); f=0.7*count+0.3*g; 程序3 随即变换 function[X]=randperm1(A) n=size(A,1); y=randperm(n); for p=1:n X(p,:)=A(y(p),:); end 程序4 退火过程 %模拟退火算法求最优解 tic; clc;clear load shuju; t0=100; tf=0.01 k=1000; f=F(X1,X2,X3,X4,X5,X6,X7); t=t0; while t>tf for k=1:k y=randperm(9); for m=1:9 X11(m,:)=X1(y(m),:); X22(m,:)=X2(y(m),:); X33(m,:)=X3(y(m),:); end z=randperm(20); z=z+9*ones(1,20); for m=10:29 X11(m,:)=X1(z(m-9),:); X22(m,:)=X2(z(m-9),:); X33(m,:)=X3(z(m-9),:); end p=randperm(6); for m=1:6 X11(:,m)=X1(:,p(m)); X22(:,m)=X2(:,p(m)); X33(:,m)=X3(:,p(m)); end A2=eye(4,4); C4=randperm1(A2); B4=C4(1,:); C5=randperm1(A2); B5=C5(1,:); C6=randperm1(A2); B6=C6(1,:); C7=randperm1(A2); B7=C7(1,:); X44=[randperm1(A2); randperm1(A2); randperm1(A2); randperm1(A2); randperm1(A2); randperm1(A2); randperm1(A2);B4]; X55=[randperm1(A2); randperm1(A2); randperm1(A2); randperm1(A2); randperm1(A2); randperm1(A2); randperm1(A2);B5]; X66=[randperm1(A2); randperm1(A2); randperm1(A2); randperm1(A2); randperm1(A2); randperm1(A2); randperm1(A2);B6]; X77=[randperm1(A2); randperm1(A2); randperm1(A2); randperm1(A2); randperm1(A2); randperm1(A2); randperm1(A2);B7]; ff=F(X11,X22,X33,X44,X55,X66,X77); if ff<f X1=X11; X2=X22; X3=X33; X4=X44; X5=X55; X6=X66; X7=X77; elseif exp((f-ff)/t)>rand(1); X1=X11; X2=X22; X3=X33; X4=X44; X5=X55; X6=X66; X7=X77; end f=ff end t=0.87*t; end toc; 1=toc save zhi X1 X2 X3 X4 X5 X6 X7
%将结果保留在zhi中 程序5
计算见面次数 load zhi Q1=X1*X1′-eye(29,29); Q2=X2*X2′-eye(29,29); Q3=X3*X3′-eye(29,29); Q4=X4*X4′-eye(29,29); Q5=X5*X5′-eye(29,29); Q6=X6*X6′-eye(29,29); Q7=X7*X7′-eye(29,29); Q_sum=Q1+Q2+Q3+Q4+Q5+Q6+Q7; Q_sum1=Q_sum+eye(29,29); M=Q_sum1==zeros(29,29); count=sum(sum(M)); g=norm(Q_sum); f=0.7*count+0.3*g; f,count,g count0=0;count1=0;count2=0;count3=0;count4=0;count5=0;count6=0;count7=0; for m=1:29 for n=1:29 if Q_sum(m,n)==0 count0=count0+1; elseif Q_sum(m,n)==1 count1=count1+1; elseif Q_sum(m,n)==2 count2=count2+1; elseif Q_sum(m,n)==3 count3=count3+1; elseif Q_sum(m,n)==4 count4=count4+1; elseif Q_sum(m,n)==5 count5=count5+1; elseif Q_sum(m,n)==6 count6=count6+1; elseif Q_sum(m,n)==0 count7=count7+1; end end end (count0-29)/2,count1/2,count2/2,count3/2,count4/2,count5/2,count6/2,count7/2 |