最佳哈密尔顿圈MATLAB程序Word文档下载推荐.docx
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flag=1;
c1（m+1:
n）=c1（n:
-1:
m+1）;
end
end
long=a（c1
（1）,c1（L））;
fori=1:
long=long+a（c1（i）,c1（i+1））;
circle=c1;
命令窗口
全程的：
globala
L=size（a,1）;
c1=[12:
1820:
5319];
[circle,long]=modifycircle（c1,L）;
c2=[1192:
53];
%改变初始圈，该算法的最后一个顶点不动
[circle2,long2]=modifycircle（c2,L）;
iflong2<
long
long=long2;
circle=circle2;
end
circle,long
circle=
Columns1through19
1164445464717485049515352342152226
Columns20through38
6251337383936101131829272873093233
Columns39through53
34351240414215431424232018219
31.3040.1034.4051.6049.1047.5040.5034.2023.90;
22.2033.7034.1012.1015.707.900.008.3015.5023.4032.2028.2043.7041.2039.6032.6026.3016.00;
28.0039.5036.1020.4024.0016.208.300.007.2015.1023.9034.0035.4032.9031.3024.3018.007.70;
20.8032.3028.9015.2025.7023.4015.507.200.007.9016.7026.8028.2036.4024.1017.1025.2014.90;
12.9024.4021.0023.0033.5031.3023.4015.107.900.008.8018.9020.3028.5016.209.2017.3022.80;
16.3021.5012.2026.4036.9040.1032.2023.9016.708.800.0010.3011.5019.707.4014.7022.8031.60;
6.0011.205.9016.1026.6034.4028.2034.0026.8018.9010.300.0021.8030.0017.7025.0033.1041.70;
27.8028.6017.6037.9048.4051.6043.7035.4028.2020.3011.5021.800.008.2018.9026.2023.1033.40;
36.0036.8025.8046.1056.6049.1041.2032.9036.4028.5019.7030.008.200.0020.3023.0014.9025.20;
23.7028.9019.6033.8044.3047.5039.6031.3024.1016.207.4017.7018.9020.300.007.3015.4025.70;
22.1033.6026.9032.2042.7040.5032.6024.3017.109.2014.7025.0026.2023.007.300.008.1018.40;
30.2041.7035.0038.4042.0034.2026.3018.0025.2017.3022.8033.1023.1014.9015.408.100.0010.30;
35.7047.2043.8028.1031.7023.9016.007.7014.9022.8031.6041.7033.4025.2025.7018.4010.300.00
];
1113:
1812];
c2=[1122:
18];
结果
145678910111516171814133212
long=
1.808000000000000e+002
c1=[11413324:
1115:
c2=[1141332124:
145671889101115161714133212
1.756000000000000e+002
2
a=[
0.0019.8043.8047.6055.7069.9061.1052.9038.3031.8039.6043.7053.5060.3051.9041.9034.0047.20;
19.800.0024.0027.8035.9050.1041.3033.1018.5012.0019.8023.9033.7040.5032.1022.1014.2027.40;
43.8024.000.007.2015.3039.9031.1023.505.5012.0013.4017.5027.3034.1027.6022.5020.8031.40;
47.6027.807.200.008.1032.7023.9016.309.3015.8017.2021.3031.1035.7031.4026.3024.6035.20;
55.7035.9015.308.100.0024.6015.808.2017.4023.9021.5017.4027.2027.6027.5030.6032.7039.50;
69.9050.1039.9032.7024.600.008.8017.0038.2038.1030.3026.2027.4020.6034.1039.4046.9048.30;
61.1041.3031.1023.9015.808.800.008.2029.4029.3021.5017.4018.6011.8025.3030.6038.1039.50;
52.9033.1023.5016.308.2017.008.200.0021.2021.1013.309.2019.0020.0019.3022.4029.9031.30;
38.3018.505.509.3017.4038.2029.4021.200.006.507.9012.0021.8028.6022.1017.0015.3025.90;
31.8012.0012.0015.8023.9038.1029.3021.106.500.007.8011.9021.7028.5022.0016.708.8022.00;
39.6019.8013.4017.2021.5030.3021.5013.307.907.800.004.1013.9020.7014.209.1016.6018.00;
43.7023.9017.5021.3017.4026.2017.409.2012.0011.904.100.009.8016.6010.1013.2020.7022.10;
53.5033.7027.3031.1027.2027.4018.6019.0021.8021.7013.909.800.006.806.7016.7024.6025.60;
60.3040.5034.1035.7027.6020.6011.8020.0028.6028.5020.7016.606.800.0013.5023.5031.4032.40;
51.9032.1027.6031.4027.5034.1025.3019.3022.1022.0014.2010.106.7013.500.0010.0017.9018.90;
41.9022.1022.5026.3030.6039.4030.6022.4017.0016.709.1013.2016.7023.5010.000.007.908.90;
34.0014.2020.8024.6032.7046.9038.1029.9015.308.8016.6020.7024.6031.4017.907.900.0013.20;
47.2027.4031.4035.2039.5048.3039.5031.3025.9022.0018.0022.1025.6032.4018.908.9013.200.00
c1=[13:
182];
c2=[123:
110934567811121314151618172
2.143000000000000e+002
c1=[110911:
1618173:
82];
c2=[110911:
16181723:
8];
117181615131467854391211102
2.019000000000000e+002
3
0.009.2014.0034.9017.5027.2034.5049.7049.5055.9067.3071.3079.9022.2041.7055.1062.7077.5065.90;
9.200.004.8025.708.3018.0025.3040.5040.3046.7058.1062.1070.7013.0032.5045.9053.5068.3056.70;
14.004.800.0020.9013.1022.8023.3038.5038.3044.7056.1060.1068.708.2030.5043.9051.5066.3054.70;
34.9025.7020.900.0024.0033.7027.8020.4036.2042.6054.0058.0066.6012.7028.4041.8049.4064.2052.60;
17.508.3013.1024.000.009.7017.0032.2032.0038.4049.8053.8062.4011.3024.2037.6045.2060.0048.40;
27.2018.0022.8033.709.700.007.3022.5022.3028.7040.1044.1052.7021.0014.5027.9035.5050.3038.70;
34.5025.3023.3027.8017.007.300.0015.2015.0021.4032.8036.8045.4015.107.2020.6028.2043.0031.40;
49.7040.5038.5020.4032.2022.5015.200.0015.8022.2033.6037.6046.2030.308.0021.4029.0043.8032.20;
49.5040.3038.3036.2032.0022.3015.0015.800.0022.0017.8034.2037.9030.107.805.6025.6028.0016.40;
55.9046.7044.7042.6038.4028.7021.4022.2022.000.0014.6015.4024.0036.5014.2026.806.8024.8037.60;
67.3058.1056.1054.0049.8040.1032.8033.6017.8014.600.0016.4020.1047.9025.6012.207.8010.2023.00;
71.3062.1060.1058.0053.8044.1036.8037.6034.2015.4016.400.008.6051.9029.6028.608.6018.5039.40;
79.9070.7068.7066.6062.4052.7045.4046.2037.9024.0020.108.600.0060.5038.2032.3017.209.9043.10;
22.2013.008.2012.7011.3021.0015.1030.3030.1036.5047.9051.9060.500.0022.3035.7043.3058.1046.50;
41.7032.5030.5028.4024.2014.507.208.007.8014.2025.6029.6038.2022.300.0013.4021.0035.8024.20;
55.1045.9043.9041.8037.6027.9020.6021.405.6026.8012.2028.6032.3035.7013.400.0020.0022.4010.80;
62.7053.5051.5049.4045.2035.5028.2029.0025.606.807.808.6017.2043.3021.0020.000.0018.0030.80;
77.5068.3066.3064.2060.0050.3043.0043.8028.0024.8010.2018.509.9058.1035.8022.4018.000.0033.20;
65.9056.7054.7052.6048.4038.7031.4032.2016.4037.6023.0039.4043.1046.5024.2010.8030.8033.200.00
192];
19];
Columns1through18
1314481591916111718131210765
Column19
2
2.261000000000000e+002
c1=[11718131210765314481591916112];
1314481591916111813121710765
2.105000000000000e+002
改良次数
路径
总路程
第一部分
一次改良结果
O-P-26-27-28-Q-29-R-A-33-31-32-30-35-34-B-C-1
180.8
多次改良结果
O-P-26-27-28-30-Q-29-R-A-33-31-32-35-34-B-C-1
175.6
第二部分
O-25-20-L-19-J-15-I-18-21-K-17-16-22-23-24-N-M
214.3
O-N-24-23-22-17-16-15-I-18-J-19-L-20-K-21-25-M
201.9
第三部分
O-3-D-4-8-E-9-10-F-12-G-H-14-13-11-7-6-5-2
226.1
O-3-D-4-8-E-9-10-F-12-H-14-13-11-G-7-6-5-2
210.5
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