《数学建模公务员招聘程序.doc》由会员分享，可在线阅读，更多相关《数学建模公务员招聘程序.doc（6页珍藏版）》请在三一文库上搜索。
1、function mainfunclc clear allA=5;B=4; C=3;D=2; alpha1=1.1086;beta1=0.8942;eata1=0.3915;gamma1=0.3699; alpha2=1.1086;beta2=0.8942;eata2=0.3915;gamma2=0.3699;w1=1/4.*ones(1,4);w2=0.4,0.6;w3=1/4.*ones(1,4);% S1=290,288,288,285,283,283,280,280,280,280,178,177,175,275,274,273;S1=(S1-min(S1)/(max(S1)-min(
2、S1) %归一化% %M1=A A B BA B A CB A D CA B B BB A B CB D A BA B C BB A A CB B A BD B A CD C B AA B C AB C D AD B A BA B C BB A B C;for i=1:16 for j=1:4 if M1(i,j)3 MM1(i,j)=(1+alpha1*(M1(i,j)-beta1)(-2)(-1); %运用片大型隶属分布函数将M1量化% else MM1(i,j)=eata1*log(M1(i,j)+gamma1; end endendMM1; MM1=MM1*w1;SC=S1*w2(1,
3、1)+MM1*w2(1,2); %每位人员的综合成绩% Y=B A C AA B B CA B B C C C A AC C A A C B B AC B B A;P=zeros(16,4,7);for i=1:7 for j=1:16 P(j,:,i)=M1(j,:)-Y(i,:)+4; endendfor i=1:7 for j=1:16 for k=1:4 if P(j,k,i)4 P(j,k,i)=(1+alpha2*( P(j,k,i)-beta2)(-2)(-1); %运用片大型隶属分布函数将P量化% else P(j,k,i)=eata2*log( P(j,k,i)+gamma2
4、; end endendendMY=zeros(16,7); for i=1:7 MY(:,i)=P(:,:,i)*w3; %部门对每一成员面试的满意度% end S=MY; save S F=zeros(7,16); for i=1:7 F(i,:)=S(i,:)+S1; %每一部门对每一人员初试与面试的综合满意度% end f=F(:); AA=zeros(30,112); for i=1:16 AA(i,(i-1)*7+1:(i-1)*7+7)=1; endfor i=17:23 for j=1:16 AA(i,(j-1)*7+i-16)=1; endendfor i=24:30 for
5、 j=1:16 AA(i,(j-1)*7+i-23)=-1; endendAA;bb=ones(30,1);bb(17:23,:)=2;bb(24:30,:)=-1;bbAAeq=ones(1,7*16);bbeq=8; x,fval,exitflag,output = bintprog(f,AA,bb,AAeq,bbeq)X=zeros(7,16);for i=1:7 for j=1:16 X(i,j)=x(j-1)*7+i,1); endendX end function mainfun2clcclear alleata=0.8192;gamma=0.1; alpha=0.9102;bet
6、a=0; w=1/5*ones(1,5); % A=3 3 2 3 12 3 1 3 12 3 2 1 33 1 1 3 33 2 2 2 22 2 2 2 33 2 1 1 3;A1=A;for i=1:7 for j=1:5 A1(i,j)=eata*log(A(i,j)+gamma; %运用片大型隶属分布函数将A量化% end endA1;Y=A1*w; %部门情况的综合指标% B=1 3 3 2 2 1 1 2 1 1 3 3 1 1 3 2 2 1 1 1 1 1 1 1 2 2 3 3 1 2 2 3 3 1 1 1 1 1 3 3 2 2 2 1 1 1 1 3 3 1 3 3
7、1 1 2 2 3 1 1 2 2 1 1 2 1 1 3 3 1 1 2 1 1 1 1 3 3 1 1 1 3 3 2 2 2 3 3 1 1 1 1 3 1 1 2 2 1 1 3 1 1 1 1 2 2 2 1 1 1 1 3 3;B1=B; for i=1:16 for j=1:7 B1(i,j)=alpha*log(B(i,j)+beta; end end B1 T=B1; for i=1:16 T(i,:)=B1(i,:).*Y; %每一位应聘人员对每个部门的综合满意度% end T; S=load(S.mat); ZM=sqrt(S.S.*T); %部门与应聘人员相互的综合满意
8、度% f=ZM(:); AA=zeros(30,112); for j=1:16 AA(j,(j-1)*7+1:(j-1)*7+7)=1; % endfor i=17:23 for j=1:16 AA(i,(j-1)*7+i-16)=1; endendfor i=24:30 for j=1:16 AA(i,(j-1)*7+i-23)=-1; endendAA;bb=ones(30,1);bb(17:23,:)=2;bb(24:30,:)=-1;bbAAeq=ones(1,7*16);bbeq=8; x,fval,exitflag,output = bintprog(f,AA,bb,AAeq,bbeq)X=zeros(7,16);for i=1:7 for j=1:16 X(i,j)=x(j-1)*7+i,1); endend %用整数规划把每一位选上的应聘者分配到各部门%X