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Solving
- 求解双层规划问题常用的算法有极点算法、直接搜索法、下降法和非数值优化方法(如模拟退火算法、遗传算法等)，遗传算法的求解思路是：首先对上层的决策变量编码，代人下层规划模型，通过求解下层模型的决策变量值，代入上层模型计算适应度值，然后进行交叉、变异、选择操作，最后求出最优解。-Solving Bilevel Programming Problems with pole algorithm commonly used algorithms, direct search method, descent
VBDiaoYongMATLAB
- VB程序中实现调用MATLAB的方法。本文介绍了在VB应用程序中利用动态数据交换ActiveX自动化(OLE自动化)协议实现的两种调用MATLAB函数的方法。通过这两种方法实现了VB的可视化界面与MATLAB强大的数值分析和图形显示的能力的结合。-VB program called MATLAB to implement the method. This article describes the application in VB using ActiveX Automation Dynami
MATLAB-VB
- 着重探讨了在VB应用程序中集成MATLAB实现程序优化的四种方法,即利用MatrixVB、调用DLL动态链接库、应用Active自动化技术和动态数据交换技术,并分析了集成过程中的关键问题及其基本步骤。这种混合编程实现了VB的可视化界面与MATLAB强大的数值分析能力的结合。 -VB application integration MATLAB program optimization focused on four methods, namely the use of MatrixVB to c
Numerical-Methods-in-Engineering-with-MATLAB---Ja
- NumericalMethods inEngineeringwithMATLAB® is a text for engineer-ing students and a reference for practicing engineers, especially those whowish to explore the power and efficiency of MATLAB. The choice of numerical methods was based on th
Choi-Moin-Kim-JFM.pdf.tar
- Paper on numerical methods
An-Introduction-to-Programming-and-Numerical-Meth
- numerical methods analysis and the taget for the same
lecture-1
- Numerical Methods for Solving Non-linear Equations
FuzzyPSO_2010-(1)
- A Fuzzy-Particle Swarm Optimization Based Algorithm for Solving Shortest Path Problem. Abstract—In this paper, an efficient particle swarm optimization (PSO) algorithm based on fuzzy logic for solving the single source shortest path proble
aj171
- 与理论分析结果相比，该函数用来计算任意函数的一阶偏导数(数值方法),对于初学matlab的同学会有帮助。- Compared with the results of theoretical analysis, This function is used to calculate the arbitrary function of the first order partial derivative (numerical methods), Matlab for beginner students
pangyangjing
- 该函数用来计算任意函数的一阶偏导数(数值方法),最小均方误差（MMSE）的算法，采用加权网络中节点强度和权重都是幂率分布的模型。- This function is used to calculate the arbitrary function of the first order partial derivative (numerical methods), Minimum mean square error (MMSE) algorithm, Using weighted model no