CodeBus
www.codebus.net
Search
Sign in
Sign up
Hot Search :
Source
embeded
web
remote control
p2p
game
More...
Location :
Home
Search - tsp dynamic algorithm
Main Category
SourceCode
Documents
Books
WEB Code
Develop Tools
Other resource
Search - tsp dynamic algorithm - List
[
Windows Develop
]
benchmark+for+DP
DL : 0
旅行商问题动态规划算法的应用 某售货员要到若干城市去推销商品,已知各城市之间的路程(或旅费)。他要选定一条从驻地出发,经过每个城市一遍,最后回到驻地的路线,使总的路程(或旅费)最小。 -TSP dynamic programming algorithm of a salesman to a number of cities to sell commodities, known the distance between cities (or travel). He selected from a resident, after each city again, the last resident to return to the line, making the total distance (or travel) is the smallest.
Date
: 2008-10-13
Size
: 60.41kb
User
:
586
[
Windows Develop
]
benchmark+for+DP
DL : 0
旅行商问题动态规划算法的应用 某售货员要到若干城市去推销商品,已知各城市之间的路程(或旅费)。他要选定一条从驻地出发,经过每个城市一遍,最后回到驻地的路线,使总的路程(或旅费)最小。 -TSP dynamic programming algorithm of a salesman to a number of cities to sell commodities, known the distance between cities (or travel). He selected from a resident, after each city again, the last resident to return to the line, making the total distance (or travel) is the smallest.
Date
: 2025-07-06
Size
: 60kb
User
:
586
[
Windows Develop
]
TSP_22222
DL : 0
旅行商问题_数组实现 请设计出一个动态规划算法 程序设计 任给一个输入实例,能输出最短路程及其路线 能用图形演示旅行商的推销路线-Traveling Salesman Problem _ array to achieve, please design a dynamic programming algorithm to a program design any input example, can output the shortest distance and routes can be used to sell graphical presentation of the traveling salesman route
Date
: 2025-07-06
Size
: 114kb
User
:
战天
[
AI-NN-PR
]
tsp
DL : 0
ga算法解tsp问题.动态TSP就是城市坐标在随着时间变化,我们的目标则要在最短的时间窗内寻找出最优的城市遍历路径,这是个双最优问题. 这是我对动态TSP算法的理解,使用改进的反序-杂交算法-ga algorithm problems tsp. dynamic TSP is that the town change over time in the coordinates, we aim to have in the shortest possible time window to find out the optimal path to traverse the city, this is a dual-optimal problem. This is my understanding of the dynamic TSP algorithm understanding, the use of improved anti-sequence- Hybrid Algorithm
Date
: 2025-07-06
Size
: 4kb
User
:
李丽
[
Data structs
]
map
DL : 0
关于旅行商问题的动态规划算法 在vc环境下编译通过-On the traveling salesman problem dynamic programming algorithm in vc compiler environment through
Date
: 2025-07-06
Size
: 578kb
User
:
张小
[
AI-NN-PR
]
tsp
DL : 0
利用动态规划算法 vc实现的小规模旅行商问题-Vc algorithm using dynamic programming to achieve small-scale traveling salesman problem
Date
: 2025-07-06
Size
: 992kb
User
:
linmaitian
[
AI-NN-PR
]
DPSO
DL : 0
求解TSP问题的动态邻域粒子群优化算法 (论文)-Solving dynamic TSP problem Neighborhood Particle Swarm Optimization (Thesis)
Date
: 2025-07-06
Size
: 202kb
User
:
清水
[
Data structs
]
dtghtsp
DL : 0
用动态规划算法求解旅行商销售员问题,给出一个耗费矩阵,能够得出最短路径长度和最短路径。-Using dynamic programming algorithm to solve traveling salesman salesman problem, given a cost matrix, able to draw the shortest path length and the shortest path.
Date
: 2025-07-06
Size
: 1.95mb
User
:
wu
[
File Format
]
DXTSP
DL : 0
单向的TSP旅行商问题的动态规划算法,用C语言实现。-One-way Traveling Salesman Problem TSP dynamic programming algorithm, using C language.
Date
: 2025-07-06
Size
: 1kb
User
:
zhoulitc
[
matlab
]
TSP
DL : 0
tsp(旅行商问题) 利用matlab遗传算法、模拟退火算法以及lingo动态规划求解-tsp (TSP) using matlab genetic algorithms, simulated annealing algorithm and dynamic programming to solve lingo
Date
: 2025-07-06
Size
: 11kb
User
:
李玉
[
AI-NN-PR
]
tsp
DL : 0
利用模拟退火算法解决旅行商问题,共二十个城市,选择最优路径-The use of simulated annealing algorithm to solve traveling salesman problem
Date
: 2025-07-06
Size
: 54kb
User
:
wujian
[
Software Engineering
]
design
DL : 0
回溯法,动态规划法,遗传算法求解 tsp问题(课程设计报告)-Backtracking, dynamic programming method, genetic algorithm tsp issues (curriculum design report)
Date
: 2025-07-06
Size
: 2.52mb
User
:
曾亮
[
Windows Develop
]
tsp
DL : 0
用来实现tsp算法的动态模拟,很可能就是你的作业-Tsp algorithm used for dynamic simulation, it is possible that your operating
Date
: 2025-07-06
Size
: 3.59mb
User
:
郭斌
[
Mathimatics-Numerical algorithms
]
wtsf.tgz
DL : 0
N皇后问题回溯算法.c 货郎担分枝限界图形演示.c 矩阵乘法动态规划.c 万年历 动态计算网络最长最短路线.c 货郎担限界算法.c 骑士遍历 网络最短路径Dijkstra算法.c-N queens problem backtracking algorithm. C TSP branch and bound graphical presentation. C matrix multiplication, dynamic programming. C calendar dynamic computing network longest shortest route. C Traveling Salesman Bound algorithm. C Knight Dijkstra shortest path algorithm for traversing the network. C
Date
: 2025-07-06
Size
: 20kb
User
:
swikon
[
AI-NN-PR
]
tsp_pso
DL : 0
tsp 粒子群算法修正源码, 参考:大连理工大学 谷超 2009年硕士学位论文 “改进的ACO和PSO算法在TSP中的应用” *郭文忠1,陈国龙1,洪玉玲2 .求解TSP问题的动态邻域粒子群优化算法.漳州师范学院学报(自然科学版) -modified particle swarm optimization tsp source code, reference: Dalian University of Technology master s degree thesis Valley over 2009, " Improved ACO and PSO algorithm for TSP application in the" * Guo Wenzhong 1, CHEN Guo 1, Hong Yuling 2. to solve the problem of dynamic neighborhood TSP PSO domain. Zhangzhou Teachers College (Natural Science)
Date
: 2025-07-06
Size
: 21kb
User
:
ven
[
matlab
]
TSP
DL : 0
用遗传算法求解TSP问题+matlab动态演示其求解过程。-TSP problem using genetic algorithm+ matlab dynamic presentation of their solution process.
Date
: 2025-07-06
Size
: 352kb
User
:
谢
[
AI-NN-PR
]
dynamic-ACO-for-TSP
DL : 0
动态蚁群算法(ACO)求解(旅行商)TSP问题-Dynamic ant colony algorithm (ACO) to solve the problem (TSP) TSP
Date
: 2025-07-06
Size
: 238kb
User
:
john
[
Special Effects
]
GA-TSP
DL : 0
经典的基于GA遗传算法的路径规划问题的实现,能动态的实现所需功能,值得学习研究-The path planning problem of GA based on genetic algorithm classic, can realize the dynamic functions are required, it is worth learning research
Date
: 2025-07-06
Size
: 7kb
User
:
颜妍
[
Other
]
TSP
DL : 0
旅行商问题,用的是动态规划算法,需要自己输入结点和弧长,例如A B 3,表示A B 之间的弧长距离为3-Traveling salesman problem, using a dynamic programming algorithm, you need to enter your node and arc length, for example, AB 3, showing the arc between three distances AB
Date
: 2025-07-06
Size
: 2kb
User
:
刘丽
[
AI-NN-PR
]
TSP
DL : 0
这是一个关于著名最短路问题 旅行商问题的C++实现,本代码里面包含了两种实现方法:(1)动态规划求解TSP (2)蚁群算法求解TSP-This code is programed in C++ to solve TSP problem, which include two algorithm:(1)dynamic programming and (2)ant colony optimization
Date
: 2025-07-06
Size
: 3kb
User
:
chen
«
1
2
»
CodeBus
is one of the largest source code repositories on the Internet!
Contact us :
1999-2046
CodeBus
All Rights Reserved.