数学规划学习之配送中心选址问题

2024-02-03 19:59

本文主要是介绍数学规划学习之配送中心选址问题,希望对大家解决编程问题提供一定的参考价值,需要的开发者们随着小编来一起学习吧!

学习了数学规划,现在把做的题目进行总结——配送选址问题

某省共有92个城市,城市位置、标号,公路交通网数据见附件1。
某企业在该省标号前20位的城市建立了直销中心,各直销中心负责所在城市的销售,销售量见附件1。该企业欲在该省设立一个配送中心负责给直销中心配送产品,配送中心建设成本为30万元。每吨公里运费2元,每吨产品的销售利润为300元。
试建立数学模型分析研究下面的问题:
(1)为了降低运输成本,配送中心应选在哪个城市?
(2)请为该企业制定一个成本最小的5年产品配送计划:应设立几个配送中心、各设在何处?
(3)如果该企业考虑重新为20个直销中心选址,请给出最佳的5年产品销售、配送计划。
(4)假定没有直销中心城市的客户按就近的原则购买产品,请重新考虑问题(3)。

(1)对于第一个问题,首先考虑题目,降低运输成本,在配送中心费用相同的情况下,考虑最小的公里数,因此,把此题归为最短路径问题。

首先,对于最短路径问题,最常用的就是floyd算法和dijkstra算法,在学习的过程中,已经对这两种算法有所理解,在mydijkstra算法中需要知道邻接矩阵然后要明确自己需要从哪个值到另一个值的最短路径。
对于dijkstra有:

function [mydistance,mypath]=mydijkstra(a,sb,db);
% 输入:a—邻接矩阵,a(i,j)是指i到j之间的距离,可以是有向的
% sb—起点的标号, db—终点的标号
% 输出:mydistance—最短路的距离, mypath—最短路的路径
n=size(a,1); %n取a的行数,即顶点个数
visited(1:n) = 0;visited(sb)=1;%记录顶点是否得到标号
distance(1:n) = inf; distance(sb) = 0; %起点到各顶点距离的初始化u=sb;  %u为最新的P标号顶点
parent(1:n) = 0; %前驱顶点的初始化
for i = 1: n-1id=find(visited==0); %查找未标号的顶点for v = id           if  a(u, v) + distance(u) < distance(v)distance(v) = distance(u) + a(u, v);  %修改标号值 parent(v) = u;                                    end            endtemp=distance;temp(visited==1)=inf;  %已标号点的距离换成无穷[t, u] = min(temp);  %找标号值最小的顶点 visited(u) = 1;       %标记已经标号的顶点end
mypath = [];
if parent(db) ~= 0   %如果存在路!t = db; mypath = [db];while t ~= sbp = parent(t);mypath = [p mypath];t = p;      end
end
mydistance = distance(db);

而对于floyd可以知道,在floyd算法中并不需要要从哪到哪的要求,只需要算出邻接矩阵即可。
对于floyd算法有:

function [dist,mypath,path]=floyd2(a);
% 输入:a—邻接矩阵,元素(aij)是顶点i到j之间的直达距离,可以是有向的% 输出:dist—最短路的距离;% mypath—最短路的路径
n=size(a,1); path=zeros(n);
for k=1:nfor i=1:nfor j=1:nif a(i,j)>a(i,k)+a(k,j)a(i,j)=a(i,k)+a(k,j);path(i,j)=k;endendend
end
dist=a;for g=1:nfor h=1:ngg=g;while path(gg,h)~=0&&path(path(gg,h),h)~=0 path(g,h)=path(path(gg,h),h);gg=path(gg,h);      endend
end
for i=1:length(a)for j=1:length(a)
parent=path(i,:); %从起点i到终点j的最短路上各顶点的前驱顶点
parent(parent==0)=i; %path中的分量为0,表示该顶点的前驱是起点
mypath{i,j}=[j]; t=j;
while t~=ip=parent(t); mypath{i,j}=[p,mypath{i,j}];t=p;
endend
end

在对于第一个问题中,可以知道应该算出每个点与点之间的距离,但在计算距离的时候,应该要筛选出sheet2中,有点点并没有相互连接的地方,在matlab编程中,可以使用find等函数进行筛选。
然后因为是练习数学规划,在此,下面是lingo程序的第一个问题的解答。

此时的程序为:

model:sets:nodesr/n1..n92/:xu;!xu为每个城市的需求量,问题1、2中只需考虑前20个城市;nodesc/m1..m92/:y,cost;!y为城市是否为配送中心的0-1变量;links(nodesr,nodesc): dist,x;!x(i,j)为判定第j个城市作为配送中心是否为第i个直销中心配送货物的0-1变量;
endsets!目标函数;min=z;
z=@sum(nodesr(I)|I#LE#20:@sum(nodesc(J): dist(I,J)*x(I,J)*xu(I)))*2;!约束条件;
@for(nodesr(I)|I#LE#20:@sum(nodesc(J): x(I,J))=1);!每个直销中心的需求都得到满足;
@sum(nodesc(J):y(J))=1;    !只设置1个直销中心;
@for(nodesc(J):@for(nodesr(I)|I#LE#20:x(I,J)<=y(J)));!反映x和y的对应关系,其实这儿可以写成'=';
@for(nodesc(J):x(J,J)=y(J)); !j恰好同时为直销中心和配送中心;
@for(links:@bin(x));
@for(nodesc:@bin(y));
data:
dist=  0.0000000e+000  1.8987490e+001  3.8838842e+001  4.5352167e+001  9.3742889e+001  9.5375178e+001  1.1500349e+002  9.0226247e+001  9.2254378e+001  1.4649568e+002  1.9087929e+002  2.2236153e+002  2.2001753e+002  1.6028474e+002  1.4249318e+002  9.2868122e+001  3.5912053e+001  2.5645722e+001  1.7583464e+001  5.2631990e+001  1.9293439e+002  2.1096215e+002  2.2501753e+002  2.2893203e+002  2.1090427e+002  1.8187929e+002  1.8931232e+002  1.9001160e+002  1.9515806e+002  1.2083445e+002  1.1281154e+002  1.0360174e+002  9.8502720e+001  9.7279316e+001  8.8011738e+001  9.0823632e+001  9.5922652e+001  5.8809349e+001  5.5809349e+001  3.8131680e+001  4.4412053e+001  2.6063196e+001  1.8000938e+001  2.8474323e+001  8.1303534e+001  8.0925709e+001  1.0830311e+002  1.1850115e+002  8.8742889e+001  8.6067321e+001  8.2259434e+001  8.0655768e+001  8.2034685e+001  5.9231176e+001  5.1497831e+001  7.6413127e+001  6.4033709e+001  7.1533709e+001  7.9343959e+001  6.2744611e+001  9.7457721e+001  4.8852167e+001  3.5044403e+001  2.5989018e+001  2.3599092e+001  2.0436814e+001  1.6194173e+001  1.2071068e+001  5.0000000e+000  1.0385165e+001  1.1403124e+001  1.6403124e+001  1.0296111e+001  6.2649820e+000  9.3005376e+000  1.2836072e+001  1.6403124e+001  6.4031242e+000  1.3111328e+001  1.7583464e+001  3.2353926e+001  3.6439214e+001  3.1030887e+001  4.0879744e+001  4.8159854e+001  5.6237542e+001  5.1942002e+001  4.7910873e+001  4.3879744e+001  4.5171338e+001  4.9914755e+001  6.9939739e+0011.8987490e+001  0.0000000e+000  2.1116536e+001  5.6850675e+001  7.8337113e+001  9.8420771e+001  9.7281187e+001  7.2503941e+001  7.4532072e+001  1.2877337e+002  1.7315698e+002  2.0463922e+002  2.0103004e+002  1.4129725e+002  1.2477088e+002  7.3880632e+001  2.5911116e+001  4.3847598e+001  3.6570954e+001  7.0833867e+001  1.7394690e+002  1.9197466e+002  2.0603004e+002  2.1120972e+002  1.9318197e+002  1.6415698e+002  1.7159002e+002  1.7228930e+002  1.7743576e+002  1.0311214e+002  9.5089235e+001  8.5879433e+001  8.0780413e+001  7.9557010e+001  7.0289431e+001  7.1836142e+001  7.6935162e+001  3.9821859e+001  3.6821859e+001  1.9144190e+001  3.4411116e+001  1.6062258e+001  8.0000000e+000  9.4868330e+000  6.3581228e+001  6.3203403e+001  9.2897333e+001  1.0309537e+002  7.3337113e+001  8.3281962e+001  7.9474076e+001  7.5172913e+001  6.6628909e+001  4.3825401e+001  3.3775525e+001  7.9415554e+001  7.5532217e+001  8.3032217e+001  8.2389552e+001  7.4243119e+001  1.0895623e+002  6.0350675e+001  4.6542911e+001  3.7487526e+001  3.1656574e+001  2.8494297e+001  2.4251656e+001  2.1058558e+001  1.3987490e+001  8.6023253e+000  2.0390614e+001  1.6062258e+001  2.4124515e+001  2.5252472e+001  2.5586250e+001  2.9121784e+001  3.3593920e+001  2.5390614e+001  3.2098818e+001  3.6570954e+001  5.0555802e+001  5.4641090e+001  4.9232763e+001  5.9081621e+001  6.6361731e+001  7.4439418e+001  7.0143879e+001  6.6112750e+001  6.2081621e+001  6.3373215e+001  6.8116631e+001  8.0727959e+0013.8838842e+001  2.1116536e+001  0.0000000e+000  4.0433852e+001  5.7220577e+001  7.7304235e+001  7.6164651e+001  5.1387404e+001  5.3415536e+001  1.0765683e+002  1.5204044e+002  1.8352268e+002  1.8740507e+002  1.2767227e+002  1.0365434e+002  6.0255658e+001  4.7027652e+001  5.8949096e+001  4.1942567e+001  8.5935365e+001  1.6032193e+002  1.7834968e+002  1.9240507e+002  1.9009319e+002  1.7206543e+002  1.4304044e+002  1.5047348e+002  1.5117276e+002  1.5631922e+002  8.1995603e+001  7.3972698e+001  6.4762897e+001  5.9663877e+001  5.8440474e+001  4.9172895e+001  5.4172895e+001  5.9271915e+001  6.0938396e+001  5.7938396e+001  4.0260726e+001  5.5527652e+001  3.7178794e+001  2.9116536e+001  1.1629703e+001  4.2464691e+001  4.2086867e+001  7.1780797e+001  8.1978836e+001  5.2220577e+001  6.2165426e+001  5.8357539e+001  5.4056377e+001  4.5512373e+001  2.2708865e+001  1.2658989e+001  5.8299017e+001  5.9115393e+001  6.6615393e+001  6.1273015e+001  5.7826296e+001  9.2539406e+001  4.3933852e+001  3.0126088e+001  2.1070703e+001  1.5239751e+001  1.8402028e+001  2.2644669e+001  2.6767775e+001  3.3838842e+001  2.9718862e+001  4.0241967e+001  3.7178794e+001  4.5241052e+001  4.5103824e+001  3.1157107e+001  2.7621573e+001  3.2093709e+001  4.2093709e+001  4.6414702e+001  5.0886838e+001  6.5657300e+001  6.9742588e+001  6.4334261e+001  7.4183119e+001  8.1463229e+001  8.9540916e+001  8.5245377e+001  8.1214248e+001  7.7183119e+001  7.8474713e+001  8.3218129e+001  1.0184450e+0024.5352167e+001  5.6850675e+001  4.0433852e+001  0.0000000e+000  4.9200435e+001  5.0023011e+001  7.6566903e+001  8.3272828e+001  8.9866681e+001  1.4410798e+002  1.8849159e+002  2.1997383e+002  2.0981794e+002  1.5008515e+002  1.1475067e+002  8.2668530e+001  7.4705246e+001  6.3843619e+001  4.6837089e+001  6.7988800e+001  1.8273480e+002  2.0076256e+002  2.1481794e+002  2.2654433e+002  2.0851657e+002  1.7949159e+002  1.8692462e+002  1.6226909e+002  1.5535338e+002  8.1029762e+001  9.9673358e+001  8.7968658e+001  9.1549301e+001  9.4891619e+001  8.5624041e+001  8.0624041e+001  8.5723060e+001  4.8609758e+001  4.5609758e+001  6.3287427e+001  8.3205246e+001  6.4856389e+001  5.6794131e+001  4.7363843e+001  7.9972291e+001  7.3972291e+001  6.3760655e+001  7.3958694e+001  5.0555808e+001  4.0715154e+001  3.6907267e+001  3.5303601e+001  4.3847605e+001  3.4494537e+001  4.4544413e+001  3.1060960e+001  1.8681542e+001  2.6181542e+001  3.3991791e+001  1.7392444e+001  5.2105554e+001  3.5000000e+000  1.0307764e+001  1.9363149e+001  2.5194101e+001  2.8356379e+001  3.2599019e+001  3.6722125e+001  4.3793193e+001  4.9178358e+001  5.0196317e+001  5.5196317e+001  5.5648278e+001  5.1617149e+001  3.6051630e+001  3.2516096e+001  3.6988232e+001  4.6988232e+001  5.1309225e+001  5.5781361e+001  7.0551823e+001  7.4637111e+001  6.9228784e+001  7.0796774e+001  6.3516664e+001  7.1594352e+001  8.1859032e+001  7.7827903e+001  7.3796774e+001  7.7332308e+001  8.0869284e+001  1.0089427e+0029.3742889e+001  7.8337113e+001  5.7220577e+001  4.9200435e+001  0.0000000e+000  2.9426289e+001  2.7366468e+001  3.5356854e+001  4.6954268e+001  1.0041606e+002  1.4479967e+002  1.7628191e+002  1.8655062e+002  1.2969629e+002  6.5550234e+001  6.2279671e+001  1.0424823e+002  1.1223434e+002  9.5227811e+001  1.1703955e+002  1.6234594e+002  1.7749524e+002  1.9155062e+002  1.8285241e+002  1.6482466e+002  1.3579967e+002  1.4323271e+002  1.1306865e+002  1.0615294e+002  3.1829327e+001  5.0472922e+001  3.8768223e+001  4.3633327e+001  5.1199700e+001  5.1196908e+001  5.6196908e+001  5.7780281e+001  9.4211191e+001  9.1211191e+001  9.7481303e+001  1.1274823e+002  9.4399371e+001  8.6337113e+001  6.8850280e+001  5.0657392e+001  4.4657392e+001  1.4560220e+001  2.4758259e+001  5.0000000e+000  8.4852814e+000  1.2293168e+001  1.6594331e+001  1.1708204e+001  3.4511712e+001  4.4561588e+001  2.0836971e+001  3.0518894e+001  2.3018894e+001  1.5208644e+001  3.8658304e+001  5.3758259e+001  5.2550748e+001  5.8698486e+001  6.7753871e+001  7.2460328e+001  7.5622605e+001  7.9865246e+001  8.3988352e+001  9.1059419e+001  8.6939439e+001  9.7462544e+001  9.4399371e+001  1.0246163e+002  1.0000787e+002  8.4442351e+001  8.0906817e+001  8.5378953e+001  9.5378953e+001  9.9699947e+001  1.0417208e+002  1.1894254e+002  1.2302783e+002  1.1761951e+002  1.1984752e+002  1.1256741e+002  1.2064510e+002  1.3090978e+002  1.2687865e+002  1.2284752e+002  1.2638306e+002  1.2992003e+002  1.4994502e+0029.5375178e+001  9.8420771e+001  7.7304235e+001  5.0023011e+001  2.9426289e+001  0.0000000e+000  2.7672317e+001  3.5662703e+001  4.7260117e+001  1.0072191e+002  1.4510552e+002  1.7658776e+002  1.8685647e+002  1.3000213e+002  6.5856083e+001  6.2585520e+001  1.2433189e+002  1.1386663e+002  9.6860100e+001  1.1786212e+002  1.6265179e+002  1.7780109e+002  1.9185647e+002  1.8315826e+002  1.6513050e+002  1.3610552e+002  1.4353855e+002  1.1337450e+002  1.0645879e+002  3.2135176e+001  5.0778771e+001  3.9074071e+001  4.3939176e+001  5.1505549e+001  5.1502757e+001  5.6502757e+001  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1.0873918e+002  9.6359757e+001  1.0385976e+002  1.1167001e+002  8.8220347e+001  1.2293346e+002  7.4327903e+001  7.5801006e+001  6.6745621e+001  6.5974497e+001  6.2812219e+001  6.4105047e+001  5.9981941e+001  5.2910873e+001  5.8296038e+001  5.2122641e+001  5.0050492e+001  4.1988234e+001  4.6019363e+001  5.7128209e+001  5.3592675e+001  4.9120539e+001  4.1507749e+001  3.4799545e+001  3.0327409e+001  2.1323725e+001  1.6298787e+001  1.6879987e+001  7.0311289e+000  1.4311239e+001  9.3407708e+000  4.0311289e+000  0.0000000e+000  4.0311289e+000  7.5666628e+000  3.0413813e+000  2.3066366e+0014.3879744e+001  6.2081621e+001  7.7183119e+001  7.3796774e+001  1.2284752e+002  1.2367010e+002  1.5021399e+002  1.2857052e+002  1.3059865e+002  1.8483995e+002  2.2922356e+002  2.6070580e+002  2.6311167e+002  2.0337887e+002  1.8083746e+002  1.3596225e+002  5.7516967e+001  1.8234023e+001  3.5240552e+001  9.4868330e+000  2.3602852e+002  2.5405628e+002  2.6811167e+002  2.6727630e+002  2.4924855e+002  2.2022356e+002  2.2765660e+002  2.2835588e+002  2.2900047e+002  1.5467685e+002  1.5115582e+002  1.4194602e+002  1.3684700e+002  1.3562359e+002  1.2635601e+002  1.3135601e+002  1.3645503e+002  1.0190348e+002  9.8903480e+001  8.1225811e+001  6.6016967e+001  6.2143879e+001  5.4081621e+001  7.1568454e+001  1.1964781e+002  1.1926999e+002  1.3740774e+002  1.4760578e+002  1.2420290e+002  1.1436224e+002  1.1055435e+002  1.0895069e+002  1.1749469e+002  9.5956651e+001  8.9842108e+001  1.0470805e+002  9.2328629e+001  9.9828629e+001  1.0763888e+002  8.4189218e+001  1.1890233e+002  7.0296774e+001  7.1769878e+001  6.2714492e+001  6.1943368e+001  5.8781090e+001  6.0073918e+001  5.5950812e+001  4.8879744e+001  5.4264909e+001  4.8091512e+001  4.6019363e+001  3.7957106e+001  4.1988234e+001  5.3097080e+001  4.9561546e+001  4.5089410e+001  3.7476620e+001  3.0768416e+001  2.6296280e+001  1.7292596e+001  1.2267659e+001  1.2848858e+001  3.0000000e+000  1.0280110e+001  1.3092384e+001  8.0622577e+000  4.0311289e+000  0.0000000e+000  3.5355339e+000  7.0725101e+000  2.7097495e+0014.5171338e+001  6.3373215e+001  7.8474713e+001  7.7332308e+001  1.2638306e+002  1.2720563e+002  1.5374952e+002  1.2986212e+002  1.3189025e+002  1.8613155e+002  2.3051516e+002  2.6199740e+002  2.6274665e+002  2.0301385e+002  1.8212905e+002  1.3559724e+002  5.3981433e+001  1.9525616e+001  3.6532146e+001  1.3022367e+001  2.3566351e+002  2.5369126e+002  2.6774665e+002  2.6856790e+002  2.5054014e+002  2.2151516e+002  2.2894819e+002  2.2964747e+002  2.3253600e+002  1.5821238e+002  1.5244741e+002  1.4323761e+002  1.3813859e+002  1.3691519e+002  1.2764761e+002  1.3264761e+002  1.3774663e+002  1.0153846e+002  9.8538463e+001  8.0860793e+001  6.2481433e+001  6.3435472e+001  5.5373215e+001  7.2860048e+001  1.2093940e+002  1.2056158e+002  1.4094328e+002  1.5114131e+002  1.2675996e+002  1.1789777e+002  1.1408989e+002  1.1248622e+002  1.2005175e+002  9.7248245e+001  9.1133701e+001  1.0824358e+002  9.5864162e+001  1.0336416e+002  1.1117441e+002  8.7724752e+001  1.2243786e+002  7.3832308e+001  7.3061471e+001  6.4006086e+001  6.3234962e+001  6.0072684e+001  6.1365512e+001  5.7242406e+001  5.0171338e+001  5.5556503e+001  4.9383106e+001  4.7310957e+001  3.9248699e+001  4.3279828e+001  5.4388674e+001  5.0853140e+001  4.6381004e+001  3.8768214e+001  3.2060010e+001  2.7587874e+001  1.3757062e+001  8.7321246e+000  1.4140452e+001  6.5355339e+000  1.3815644e+001  1.6627918e+001  1.1597792e+001  7.5666628e+000  3.5355339e+000  0.0000000e+000  4.7434165e+000  2.4768401e+0014.9914755e+001  6.8116631e+001  8.3218129e+001  8.0869284e+001  1.2992003e+002  1.3074261e+002  1.5728650e+002  1.3460553e+002  1.3663366e+002  1.9087496e+002  2.3525857e+002  2.6674081e+002  2.6749006e+002  2.0775727e+002  1.8687247e+002  1.4034065e+002  5.8724850e+001  2.4269033e+001  4.1275562e+001  1.5987703e+001  2.4040692e+002  2.5843468e+002  2.7249006e+002  2.7331131e+002  2.5528356e+002  2.2625857e+002  2.3369161e+002  2.3439089e+002  2.3607298e+002  1.6174936e+002  1.5719083e+002  1.4798103e+002  1.4288201e+002  1.4165860e+002  1.3239102e+002  1.3739102e+002  1.4249004e+002  1.0628188e+002  1.0328188e+002  8.5604210e+001  6.6341828e+001  6.8178889e+001  6.0116631e+001  7.7603464e+001  1.2568282e+002  1.2530500e+002  1.4448025e+002  1.5467829e+002  1.3127541e+002  1.2143475e+002  1.1762686e+002  1.1602320e+002  1.2456720e+002  1.0199166e+002  9.5877118e+001  1.1178056e+002  9.9401139e+001  1.0690114e+002  1.1471139e+002  9.1261728e+001  1.2597484e+002  7.7369284e+001  7.7804888e+001  6.8749503e+001  6.7978378e+001  6.4816101e+001  6.6108928e+001  6.1985822e+001  5.4914755e+001  6.0299919e+001  5.4126522e+001  5.2054373e+001  4.3992116e+001  4.8023245e+001  5.9132090e+001  5.5596556e+001  5.1124420e+001  4.3511630e+001  3.6803427e+001  3.2331291e+001  1.8500479e+001  1.3475541e+001  1.8883868e+001  1.0072510e+001  1.7352620e+001  1.2382152e+001  7.0725101e+000  3.0413813e+000  7.0725101e+000  4.7434165e+000  0.0000000e+000  2.0024984e+0016.9939739e+001  8.0727959e+001  1.0184450e+002  1.0089427e+002  1.4994502e+002  1.5076759e+002  1.5992201e+002  1.4524923e+002  1.3365182e+002  1.8789311e+002  2.3227672e+002  2.6375896e+002  2.4760308e+002  1.8787028e+002  1.8389062e+002  1.2045367e+002  5.4816844e+001  4.4294017e+001  6.1300547e+001  3.6012688e+001  2.2051994e+002  2.3854769e+002  2.5260308e+002  2.7032947e+002  2.5230171e+002  2.2327672e+002  2.3070976e+002  2.3140904e+002  2.4007658e+002  1.6575296e+002  1.5420898e+002  1.5134215e+002  1.4624313e+002  1.3867675e+002  1.2940918e+002  1.2440918e+002  1.2950819e+002  8.6394892e+001  8.9394892e+001  8.1696204e+001  4.6316844e+001  6.4665701e+001  7.2727959e+001  9.0214792e+001  1.3611738e+002  1.4211738e+002  1.6450524e+002  1.7282403e+002  1.5130039e+002  1.4145974e+002  1.3765185e+002  1.3604818e+002  1.4459219e+002  1.2201665e+002  1.1450348e+002  1.3180554e+002  1.1942612e+002  1.2692612e+002  1.3473637e+002  1.1128671e+002  1.4599982e+002  9.7394269e+001  9.7829872e+001  8.8774487e+001  8.8003363e+001  8.4841085e+001  8.6133913e+001  8.2010807e+001  7.4939739e+001  8.0324904e+001  7.4151507e+001  7.2079358e+001  6.4017100e+001  6.8048229e+001  7.9157075e+001  7.5621541e+001  7.1149405e+001  6.3536615e+001  5.6828411e+001  5.2356275e+001  3.8525463e+001  3.3500525e+001  3.8908852e+001  3.0097495e+001  3.7377604e+001  3.2407137e+001  2.1377558e+001  2.3066366e+001  2.7097495e+001  2.4768401e+001  2.0024984e+001  0.0000000e+000;
xu=17	21	22	17	21	25	24	24	21	16	26	24	22	25	21	26	25	19	18	19	14	14	24	11	16	12	8	13	14	21	16	15	14	17	14	11	19	12	14	17	14	18	17	11	20	12	16	14	12	11	20	16	14	19	20	5	8	11	9	7	6	12	20	18	17	21	18	19	11	19	11	18	12	21	8	11	8	8	16	18	14	11	19	10	12	24	11	19	14	25	19	18;
enddata

最后根据程序可以得出:

在这里插入图片描述
在这里插入图片描述

(2)

在问题二中:
将是否选中的城市考虑为0-1变量,在考虑到成本最小的情况下,建立方程式:
在这里插入图片描述

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