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poly_svm
- 核函数是利用支持向量机解决不可分问题时引入的一种非线性变换的手段。基本思想是通过非线性变换,使样本变换之后的特征空间中变得线性可分。然后利用线性可分时构造最优超平面的方法,在特征空间中实现最优超平面的求解。-Kernel function is the use of support vector machine to resolve the issue can not be separated from the introduction of a nonlinear transform mean
coplqp.tar
- 内点法求解凸二次规划 COPL_QP是一个可用的凸二次规划实验的解。这个软件包试图解决线性约束凸二次规划。源代码用C语言编写,附带用户指南(postscr ipt文件)和问题实例-Interior point method for solving convex quadratic programming
QuadProg
- Visual Studio 2005 环境下,C++ 实现的求解凸二次规划的算法源代码。-a C++ implementing algorithm for a (convex) Quadratic Programming problem by means of an active-set dual method.
quadprog_1.5-4
- 二次规划求解程序,包含等式约束,不等式约束,和区间约束-a solver for quardratic programming
quadratic-programming
- 很优秀的优化仿真二次规划算法;很优秀的优化仿真二次规划算法-quadratic programming;quadratic programming;quadratic programming;quadratic programming;
QP-asm
- 具有等式约束和不等式约束的二次规划问题,的积极集方法(有效集方法)-the active set methods for QP with equality and ineqality constrain
Lemke
- 二次规划的lemke解法(适用于少参数问题)-Lemke solution of quadratic programming (less parameters)
QuadProg
- 好用的二次规划算法,我一直在用,非常推荐-Easy to use quadratic programming algorithm, I have been very recommended
quadratic-programming
- 主要用于数学上二次规划,简明易了,适合初学者-quadratic programming
Optimization-ALogirhtms
- 常用的最优化方法,包括SQP方法,二次规划,信赖域方法,共轭梯度法等-Commonly used optimization method, including the SQP method, quadratic programming, trust region method, conjugate gradient method
Planning-problems
- 二次规划问题可以以下形式来描述:. f(x)=(1/2)x^TQx + ... 如果有至少一个向量x满足约束而且f(x)在可行域有下界,二次规划问题就有一个全局最小值x。-Quadratic programming problem can be described by the following form:. F (x) = (1/2) x ^ TQx+ ... if there is at least one vector x satisfies the constraints and f
sqpReview
- 非常好的关于序列二次规划的外文文章,对SQP算法学习非常有帮助-Very good on the sequential quadratic programming foreign language articles on SQP algorithm learning very helpful
erciguihua
- 本算法是基于数值计算中的二次规划编写的MATLAB程序。非常实用的一个小程序。-This algorithm is based on the numerical calculation of quadratic programming written MATLAB program. Very practical one small program.
Quadratic-Programming
- 二次规划的matlab程序,希望对初学者有用- Quadratic Programming
PlanProblem
- 线性规划: CmpSimpleMthd(完整单纯形法) 整数规划(含0-1规划) DividePlane(割平面法) ZeroOneprog(枚举法) 二次规划 QuadLagR(拉格朗日法) ActivedeSet(起作用集法)-Linear Programming: CmpSimpleMthd (complete simplex method) Integer programming (including 0-1 Programming) Divide
Quadratic-programming-problem
- 二次规划师非线性优化中的一种特殊情形,它的目标函数是二次实函数,约束函数都是线性函数。由于二次规划比较简单,便于求解(仅次于线性规划),并且一些非线性优化问题可以转化为求解一些列的二次规划问题,因此二次规划的求解方法较早引起人们的重视,称为求解非线性优化的一个重要途径。二次规划的算法较多,本文仅介绍求解等式约束凸二尺规划的拉格朗日方法以及求解一般约束凸二次规划的有效集方法。-Quadratic nonlinear optimization planners in a special case,
ASL-1.2
- 内点法求解线性和边界约束的凸二次规划,采用C++语言编程,程序很完善,代码比较多,各位看官好好研究-Solve an optimization problem with linear and bound constraints (BL) min f(x) subject to lo <= x <= hi, a x = b using the affine-scaling interior-point method presented in
QuadProgpp-master
- 解决二次规划问题,里面有举列子说明,。。。。。(Solve quadratic programming problems)
线性规划和二次规划
- matlab 使用mosek的线性规划以及二次规划(Matlab using MOSEK linear programming and two programming)
qp
- 实现二次规划,分别给出了等式约束的二次规划和一般的二次规划,还有示例程序(In order to realize the quadratic programming, the quadratic programming with equality constraints and the general quadratic programming are given respectively, as well as the example program)