文件名称:TSp
- 所属分类:
- 人工智能/神经网络/遗传算法
- 资源属性:
- [Matlab] [源码]
- 上传时间:
- 2012-11-26
- 文件大小:
- 11kb
- 下载次数:
- 0次
- 提 供 者:
- 岳*
- 相关连接:
- 无
- 下载说明:
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介绍说明--下载内容均来自于网络,请自行研究使用
cost存放了一个强连通图的边权矩阵,作为一个实例。
可在workspace中加载
运用此算法要注意多次试验。
bianquan.m文件给出了一个参数实例,可在命令窗口中输入bianquan,得到邻接矩阵C和节点个数N以及一个任意给出的路径R,,回车后再输入jiaohuan3,得到了最优解。
由于没有经过大量的实验,又是近似算法,对于网络比较复杂的情况,可以尝试多运行几次jiaohuan3,看是否能到进一步的优化结果。-storage cost of a strongly connected graph edge weight matrix, as an example. Can be loaded in the workspace to use this algorithm to the attention of numerous tests. bianquan.m document gives examples of a parameter can be in the command window, type bianquan, be the adjacency matrix C and the node number N and an arbitrary given path R,, carriage return after the input jiaohuan3, have been the optimal solution . After the absence of a large number of experiments, it is approximate algorithm, for more complex network situations, you can try to run several jiaohuan3, can look to further optimize the results.相关搜索: tsp
command
optimal
tsp
cost
连通
节点
tsp
node
cost
node
weight
graph
matlab
可在workspace中加载
运用此算法要注意多次试验。
bianquan.m文件给出了一个参数实例,可在命令窗口中输入bianquan,得到邻接矩阵C和节点个数N以及一个任意给出的路径R,,回车后再输入jiaohuan3,得到了最优解。
由于没有经过大量的实验,又是近似算法,对于网络比较复杂的情况,可以尝试多运行几次jiaohuan3,看是否能到进一步的优化结果。-storage cost of a strongly connected graph edge weight matrix, as an example. Can be loaded in the workspace to use this algorithm to the attention of numerous tests. bianquan.m document gives examples of a parameter can be in the command window, type bianquan, be the adjacency matrix C and the node number N and an arbitrary given path R,, carriage return after the input jiaohuan3, have been the optimal solution . After the absence of a large number of experiments, it is approximate algorithm, for more complex network situations, you can try to run several jiaohuan3, can look to further optimize the results.相关搜索: tsp
command
optimal
tsp
cost
连通
节点
tsp
node
cost
node
weight
graph
matlab
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下载文件列表
TSP模拟退火
...........\accept.m
...........\annealing.m
...........\calculate.m
...........\cost.mat
...........\cost_sum.m
...........\exchange2.m
...........\exchange3.m
...........\tsp
...........\...\all.m
...........\...\canshu.m
...........\...\main.m
...........\...\PrintPath.m
...........\...\ShortestPath_Djk.m
...........\...\说明.txt
...........\说明.txt
...........\accept.m
...........\annealing.m
...........\calculate.m
...........\cost.mat
...........\cost_sum.m
...........\exchange2.m
...........\exchange3.m
...........\tsp
...........\...\all.m
...........\...\canshu.m
...........\...\main.m
...........\...\PrintPath.m
...........\...\ShortestPath_Djk.m
...........\...\说明.txt
...........\说明.txt