12个城市.lgr
来自「tsp（旅行商问题） 利用matlab遗传算法、模拟退火算法以及lingo动态规」· LGR 代码 · 共 481 行 · 第 1/3 页
LGR
481 行
Global optimal solution found.
Objective value: 8.813100
Extended solver steps: 0
Total solver iterations: 1633
Variable Value Reduced Cost
N 12.00000 0.000000
U( 1) 0.000000 0.000000
U( 2) 6.000000 0.000000
U( 3) 2.000000 0.000000
U( 4) 7.000000 0.000000
U( 5) 8.000000 0.000000
U( 6) 9.000000 0.000000
U( 7) 10.00000 0.000000
U( 8) 3.000000 0.000000
U( 9) 4.000000 0.000000
U( 10) 5.000000 0.000000
U( 11) 1.000000 0.000000
U( 12) 11.00000 0.000000
DIST( 1, 1) 0.000000 0.000000
DIST( 1, 2) 2.538900 0.000000
DIST( 1, 3) 2.873800 0.000000
DIST( 1, 4) 2.575300 0.000000
DIST( 1, 5) 2.318100 0.000000
DIST( 1, 6) 2.158700 0.000000
DIST( 1, 7) 2.216600 0.000000
DIST( 1, 8) 3.157800 0.000000
DIST( 1, 9) 3.371100 0.000000
DIST( 1, 10) 3.540200 0.000000
DIST( 1, 11) 1.737000 0.000000
DIST( 1, 12) 1.375400 0.000000
DIST( 2, 1) 2.538900 0.000000
DIST( 2, 2) 0.000000 0.000000
DIST( 2, 3) 1.073500 0.000000
DIST( 2, 4) 0.1113000 0.000000
DIST( 2, 5) 0.2668000 0.000000
DIST( 2, 6) 0.3950000 0.000000
DIST( 2, 7) 0.4101000 0.000000
DIST( 2, 8) 0.6194000 0.000000
DIST( 2, 9) 0.8536000 0.000000
DIST( 2, 10) 1.055000 0.000000
DIST( 2, 11) 0.9102000 0.000000
DIST( 2, 12) 1.163800 0.000000
DIST( 3, 1) 2.873800 0.000000
DIST( 3, 2) 1.073500 0.000000
DIST( 3, 3) 0.000000 0.000000
DIST( 3, 4) 0.9645000 0.000000
DIST( 3, 5) 0.9886000 0.000000
DIST( 3, 6) 1.094300 0.000000
DIST( 3, 7) 1.382700 0.000000
DIST( 3, 8) 1.200200 0.000000
DIST( 3, 9) 1.460300 0.000000
DIST( 3, 10) 1.687000 0.000000
DIST( 3, 11) 1.201700 0.000000
DIST( 3, 12) 1.687100 0.000000
DIST( 4, 1) 2.575300 0.000000
DIST( 4, 2) 0.1113000 0.000000
DIST( 4, 3) 0.9645000 0.000000
DIST( 4, 4) 0.000000 0.000000
DIST( 4, 5) 0.2621000 0.000000
DIST( 4, 6) 0.4167000 0.000000
DIST( 4, 7) 0.5036000 0.000000
DIST( 4, 8) 0.6002000 0.000000
DIST( 4, 9) 0.8549000 0.000000
DIST( 4, 10) 1.068400 0.000000
DIST( 4, 11) 0.9072000 0.000000
DIST( 4, 12) 1.204100 0.000000
DIST( 5, 1) 2.318100 0.000000
DIST( 5, 2) 0.2668000 0.000000
DIST( 5, 3) 0.9886000 0.000000
DIST( 5, 4) 0.2621000 0.000000
DIST( 5, 5) 0.000000 0.000000
DIST( 5, 6) 0.1634000 0.000000
DIST( 5, 7) 0.3951000 0.000000
DIST( 5, 8) 0.8616000 0.000000
DIST( 5, 9) 1.110900 0.000000
DIST( 5, 10) 1.318200 0.000000
DIST( 5, 11) 0.6485000 0.000000
DIST( 5, 12) 0.9520000 0.000000
DIST( 6, 1) 2.158700 0.000000
DIST( 6, 2) 0.3950000 0.000000
DIST( 6, 3) 1.094300 0.000000
DIST( 6, 4) 0.4167000 0.000000
DIST( 6, 5) 0.1634000 0.000000
DIST( 6, 6) 0.000000 0.000000
DIST( 6, 7) 0.3386000 0.000000
DIST( 6, 8) 1.009500 0.000000
DIST( 6, 9) 1.248600 0.000000
DIST( 6, 10) 1.447700 0.000000
DIST( 6, 11) 0.5226000 0.000000
DIST( 6, 12) 0.7897000 0.000000
DIST( 7, 1) 2.216600 0.000000
DIST( 7, 2) 0.4101000 0.000000
DIST( 7, 3) 1.382700 0.000000
DIST( 7, 4) 0.5036000 0.000000
DIST( 7, 5) 0.3951000 0.000000
DIST( 7, 6) 0.3386000 0.000000
DIST( 7, 7) 0.000000 0.000000
DIST( 7, 8) 0.9757000 0.000000
DIST( 7, 9) 1.160300 0.000000
DIST( 7, 10) 1.323700 0.000000
DIST( 7, 11) 0.7762000 0.000000
DIST( 7, 12) 0.8571000 0.000000
DIST( 8, 1) 3.157800 0.000000
DIST( 8, 2) 0.6194000 0.000000
DIST( 8, 3) 1.200200 0.000000
DIST( 8, 4) 0.6002000 0.000000
DIST( 8, 5) 0.8616000 0.000000
DIST( 8, 6) 1.009500 0.000000
DIST( 8, 7) 0.9757000 0.000000
DIST( 8, 8) 0.000000 0.000000
DIST( 8, 9) 0.2792000 0.000000
DIST( 8, 10) 0.5107000 0.000000
DIST( 8, 11) 1.507000 0.000000
DIST( 8, 12) 1.782400 0.000000
DIST( 9, 1) 3.371100 0.000000
DIST( 9, 2) 0.8536000 0.000000
DIST( 9, 3) 1.460300 0.000000
DIST( 9, 4) 0.8549000 0.000000
DIST( 9, 5) 1.110900 0.000000
DIST( 9, 6) 1.248600 0.000000
DIST( 9, 7) 1.160300 0.000000
DIST( 9, 8) 0.2792000 0.000000
DIST( 9, 9) 0.000000 0.000000
DIST( 9, 10) 0.2321000 0.000000
DIST( 9, 11) 1.759400 0.000000
DIST( 9, 12) 1.998900 0.000000
DIST( 10, 1) 3.540200 0.000000
DIST( 10, 2) 1.055000 0.000000
DIST( 10, 3) 1.687000 0.000000
DIST( 10, 4) 1.068400 0.000000
DIST( 10, 5) 1.318200 0.000000
DIST( 10, 6) 1.447700 0.000000
DIST( 10, 7) 1.323700 0.000000
DIST( 10, 8) 0.5107000 0.000000
DIST( 10, 9) 0.2321000 0.000000
DIST( 10, 10) 0.000000 0.000000
DIST( 10, 11) 1.965100 0.000000
DIST( 10, 12) 2.175700 0.000000
DIST( 11, 1) 1.737000 0.000000
DIST( 11, 2) 0.9102000 0.000000
DIST( 11, 3) 1.201700 0.000000
DIST( 11, 4) 0.9072000 0.000000
DIST( 11, 5) 0.6485000 0.000000
DIST( 11, 6) 0.5226000 0.000000
DIST( 11, 7) 0.7762000 0.000000
DIST( 11, 8) 1.507000 0.000000
DIST( 11, 9) 1.759400 0.000000
DIST( 11, 10) 1.965100 0.000000
DIST( 11, 11) 0.000000 0.000000
DIST( 11, 12) 0.4938000 0.000000
DIST( 12, 1) 1.375400 0.000000
DIST( 12, 2) 1.163800 0.000000
DIST( 12, 3) 1.687100 0.000000
DIST( 12, 4) 1.204100 0.000000
DIST( 12, 5) 0.9520000 0.000000
DIST( 12, 6) 0.7897000 0.000000
DIST( 12, 7) 0.8571000 0.000000
DIST( 12, 8) 1.782400 0.000000
DIST( 12, 9) 1.998900 0.000000
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