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[Windows Developpso2

Description: 对蓝牙的主机控制协议进行仿真和实现,并提高了算法的性能.-Bluetooth host control protocol for Simulation and Implementation, and to improve the performance of the algorithm.
Platform: | Size: 10474 | Author: 李誉 | Hits:

[Mathimatics-Numerical algorithmspso2

Description: pso算法解决tsp问题的例子-PSO algorithm to solve the problem of examples tsp
Platform: | Size: 27623 | Author: 乐玉 | Hits:

[Other resourcepso2

Description: 这是从matlab上down的源文件。上面显示调试通过
Platform: | Size: 5178 | Author: zhao | Hits:

[Other resourcePSO2

Description: 这是微粒群算法源程序。。。是求解函数优化的问题
Platform: | Size: 1663 | Author: 陈明 | Hits:

[Windows Developpso2

Description: 对蓝牙的主机控制协议进行仿真和实现,并提高了算法的性能.-Bluetooth host control protocol for Simulation and Implementation, and to improve the performance of the algorithm.
Platform: | Size: 10240 | Author: 李誉 | Hits:

[matlabpso2

Description: 这是从matlab上down的源文件。上面显示调试通过-This is down from the matlab on the source file. Shown above debugging through
Platform: | Size: 5120 | Author: zhao | Hits:

[AI-NN-PRPSO2

Description: 这是微粒群算法源程序。。。是求解函数优化的问题-This is the Particle Swarm Optimization source. . . Is to solve the problem of function optimization
Platform: | Size: 1024 | Author: 陈明 | Hits:

[AI-NN-PRPSO2

Description: 粒子群算法matlab 程序 可用于多种优化问题。-Particle swarm optimization matlab program can be used for a variety of optimization problems.
Platform: | Size: 1024 | Author: 曹洪印 | Hits:

[Otherpso2

Description: 基于改进的粒子群算法,可以用来求解函数优化问题-Based on Improved Particle Swarm algorithm, can be used to solve the function optimization problem
Platform: | Size: 54272 | Author: qinming | Hits:

[matlabpso2

Description: 一个很好用的粒子群优化算法matlab源代码,用来解决单目标函数优化-A good use of particle swarm optimization algorithm matlab source code, used to solve single-objective function optimization
Platform: | Size: 8192 | Author: daisyltf | Hits:

[Software EngineeringPSO2

Description: pso code kind of PSO
Platform: | Size: 11264 | Author: marjan | Hits:

[DocumentsPSO2

Description: it is about optimisation with swarm s method
Platform: | Size: 28672 | Author: hapy | Hits:

[AI-NN-PRpso2

Description: an implemetation of PSO to minimize 4 function developed in python
Platform: | Size: 1024 | Author: André | Hits:

[matlabPSO2

Description: pso code for generalized problem
Platform: | Size: 1024 | Author: bubun | Hits:

[AI-NN-PRpso2

Description: 借助胞腔, 并利用遗传算法能够最终收敛于非线性多峰函数全局最优解的特点, 动态 地剖分和排除胞腔, 从而构成一种新型遗传算法——胞腔排除遗传算法, 利用该算法可求取非 线性多峰函数全部全局最优解。仿真实验表明该算法合理、有效。-With cell cavity, and the use of genetic algorithms will eventually converge to the nonlinear multimodal function global optimum characteristics, dynamic partitioning and rule out the cell cavity, so as to constitute a new type of genetic algorithms- genetic algorithm for cell excluding the use The algorithm can strike all the non-linear multimodal function global optimal solution. Simulation results show that the algorithm is reasonable and effective.
Platform: | Size: 225280 | Author: | Hits:

[matlabpso2

Description: 粒子群优化算法 matlab程序运行良好-Particle Swarm Optimization algorithm matlab program run
Platform: | Size: 2048 | Author: danie | Hits:

[JSP/Javapso2

Description: graph coloring algorithm2 in java with 4 color
Platform: | Size: 48128 | Author: rahmat | Hits:

[MPIpso2

Description: 基于c++开发环境的粒子全算法程序,调试结果较为良好,有一定的学习利用价值。-Particles c++ development environment-based algorithm, commissioning more good results, have certain learning use value.
Platform: | Size: 2048 | Author: | Hits:

[matlabPSO2

Description: PSO聚类算法使用的数据是我们归一化后的数据,利用该数据求总的粒子数m,设置聚类数c(c=4,这个可以确定的),随机选择聚类中心并赋值给各个粒子,随机产生粒子的速度;-PSO clustering algorithm using data owned by a data after the data requirements to the total number of particles in m, set the number of clusters c (c = 4, this can be determined), the random selection of cluster centers and assigned to the each particle velocity of the particles, randomly generated
Platform: | Size: 2048 | Author: 李毅 | Hits:

[Otherpso2冗余文件清理工具.0928新版

Description: pso2多余文件清理工具帮你清理多余的垃圾文件减小游戏体积(PSO2 redundant file cleanup tools to help you clean up the excess junk files, reduce the game size)
Platform: | Size: 3072 | Author: 回归的麒麟 | Hits:
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