iflh(i==0&h()=1&a(j)< zX=a(1)), ZXi=1, zxjFj Th(zxj0; k=k+1; gs=gs+1; quan=quan+z T(k, zXi, zxj, ZX d 书P177之例2 a=[o.8,Inf,1,s;8.0,6,Inf,7;nf,6,09,10;1,Inf,9,0,3;5,7,10,3, 0] IT, quan]=sypl77hswj(a) 书P189之Pime算法 clear a=ones(11, 11)Inf for i=1: 11 a(,) a(1,2)=2;a(1,8)=1;a(1,9)8a(2,3=1:a(29)6a(34)2a( 3,10)=3a(4,59;a(4,1l)7;a(56)=4a(5,11)=2;a(6,7)=1 a(6,11)=1;a(7,8)9a(710)=4;a(8,9)7;a(9,10)=1;a(10,11 a(2,1)=2;a(8,1)=1;a(9,1)=8a(3,2)=1a(9,2)=6;a(4,3)=2;a( 10,3)=3a(54)=9,a(114)=7;a(6,5)4;a(11,5)=2a(7,6)=1 a(116)=1a(8,7)=9;a(10,7)4;a(98=7;a(10,9)=1a(11,10 )=6; IT, quan=syp l77hswj(a)if lh(i)==0&lh(j)==1&a(i,j)<zx zx=a(i,j);zxi=i;zxj=j; end end end lh(zxj)=0;k=k+1;gs=gs+1;quan=quan+zx; T(k,:)=[zxi,zxj,zx]; end 书 P177 之例 2： clear a=[0,8,Inf,1,5;8,0,6,Inf,7;Inf,6,0,9,10;1,Inf,9,0,3;5,7,10,3, 0]; [T,quan]=syp177hswj(a) 书 P189 之 Prime 算法： clear a=ones(11,11)*Inf; for i=1:11 a(i,i)=0; end a(1,2)=2;a(1,8)=1;a(1,9)=8;a(2,3)=1;a(2,9)=6;a(3,4)=2;a( 3,10)=3;a(4,5)=9;a(4,11)=7;a(5,6)=4;a(5,11)=2;a(6,7)=1; a(6,11)=1;a(7,8)=9;a(7,10)=4;a(8,9)=7;a(9,10)=1;a(10,11 )=6; a(2,1)=2;a(8,1)=1;a(9,1)=8;a(3,2)=1;a(9,2)=6;a(4,3)=2;a( 10,3)=3;a(5,4)=9;a(11,4)=7;a(6,5)=4;a(11,5)=2;a(7,6)=1; a(11,6)=1;a(8,7)=9;a(10,7)=4;a(9,8)=7;a(10,9)=1;a(11,10 )=6; [T,quan]=syp177hswj(a)