搜索资源列表
matlab
- C-W节约法的matlab实现源代码，解决vrp问题-CW Conservation Act of matlab implementation source code, to solve the problem vrp
VRP-(GA)
- VRP遗传算法的Matlab代码，较为完整，推荐-Matlab code for VRP using GA
VRP
- 这是一个用C++编写的vrp问题的源码，很适合初学者。-This is a C++ Prepared vrp source issues, it is suitable for beginners.
vrp
- 本人原创的用遗传算法实现的vrp问题求解，基于matlab语言-I original genetic algorithm is used to achieve the vrp problem solving, based on the matlab language
matlabVRPlzm
- 用于Matlab环境下开发的求解VRP问题的源代码-Matlab environment for the development of the source code for solving VRP problems
PSOforTSP(MATLAB)
- 粒子群算法解决VRP代码（matlab）-Particle swarm algorithm to solve VRP code (matlab)
VRP
- 引入路径权重的自适应蚁群算法用于应急物资调度路径优化的Matlab代码 -The introduction of path weights adaptive ant colony algorithm for scheduling path of the emergency supplies optimized Matlab code
matlab_vrp
- 蚁群算法解决vrp问题的matlab实现 网上这个的代码比较少-Ant colony algorithm to solve the vrp problems matlab online code less
ACO-code
- using ACO to solve VRP in matlab,a litle code
Model_VRP_Matlab
- 浙江大学数学建模比赛2013B题Matlab源码，主要使用遗传算法和模拟退火解决自行车调度问题，此处为有时间窗的VRP问题，注释详尽，方便改进维护-Zhejiang University Mathematical Contest in Modeling 2013B title Matlab source code, detailed notes, easy to improve maintenance
vrp
- ：强大的蚁群算法matlab程序源代码，可以迅速求解vrp等np难问题。-Ant colony algorithm matlab powerful source code, you can quickly solve the difficult problem of np such vrp.-: Powerful ant colony algorithm matlab source code, you can quickly solve difficult problems vrp etc. n
VRPcode
- VRP问题的matlab实现源代码,遗传算法，标准VRP问题-the code of VPR by matlab
tabu-search-matlab
- 求解VRP 问题的智能算法 禁忌搜索算法MATLAB源代码-tabu-search MATLAB code of VRP
VRP
- 使用蚁群算法求解VRP程序的一个较好的程序，Matlab源代码，包含过程文件-Using ant colony algorithm to solve VRP program of one of the better, the Matlab source code, containing process files
VRP
- MATLAB CODE FOR TIME VRP
GA（vrp）
- 用MATLAB编写遗传算法代码求解带有时间窗的VRP问题(The genetic algorithm code is used to solve the VRP problem with time window.)
TSP&VRPTW_BenchMark
- TSP算法和vrp算法，用于解决旅商问题和物流路线等问题，内含源代码(Tsp algorithm and VRP algorithm, which are used to solve the problems of travel business and logistics route, and contain the source code)