搜索资源列表
GOLD
- 机械优化设计中，一维搜索方法，针对单峰函数，利用进退法求收敛区间，采用黄金分割法求极值-Optimization of Mechanical Design, one-dimensional search method, for single-peak function, the use of advance and retreat method convergence interval, using golden section method for extremal
mathematicalprogrammingcode
- 它包含了数学规划、线性规划、一元函数极值、多元函数极值拟牛顿法、多元函数极值、单纯形搜索法、非线性规划的代码-It contains matlab code of mathematical programming, linear programming, unary function, extreme value, multi-function extremum quasi-Newton method, multi-function extremum, simplex method, nonli
minGETDPRPWP3
- 共轭梯度法prp结合wolfe-powell搜索求解函数的极值，在之前必须准备好相应的程序-Conjugate gradient method the prp combined wolfe-powell search for solving the extreme value of the function must be ready before the corresponding program
jinxiong2012.7.4
- 本函数运用黄金分割法搜索一维函数的极值，在本函数之前先要调用编写好进退法函数确定初始区间。-This function is the use of the golden section method to search for a one-dimensional function extremum, this function before the first call to write a good advance and retreat method function to determin
Constrained-optimization-problems
- 约束优化问题，包含 用Rosen梯度投影法求解约束多维函数的极值 用外点罚函数法求解线性等式约束多维函数的极值 用外点罚函数法求解一般等式约束多维函数的极值 用内点罚函数法求解约束多维函数的极值 用混合罚函数法求解约束多维函数的极值 用混合罚函数加速法求解约束多维函数的极值 用乘子法求解约束多维函数的极值 用坐标轮换法求解约束多维函数的极值 用复合形法求解约束多维函数的极值 -Constrained optimization problems contai
multidimensional-extremum-problems
- 无约束多维极值问题，包含 用模式搜索法求解多维函数的极值 用Rosenbrock法求解多维函数的极值 用单纯形搜索法求解多维函数的极值 用Powell法求解多维函数的极值 用最速下降法求解多维函数的极值 用共轭梯度法求解多维函数的极 用牛顿法求解多维函数的极值 用修正牛顿法求解多维函数的极值 用DFP法求解多维函数的极值 用BFGS法求解多维函数的极值 用信赖域法求解多维函数的极值 用显式最速下降法求正定二次函数的极值 -Unconstrain
fmin
- 用 matlab 求一维函数的极小值。包括黄金分割法 三次插值法求极值，带迭代计数器-Seeking a minimum of a one-dimensional function using matlab. The three interpolation extremum with the iteration counter
matlab
- 绘制圆柱面x^2+y^2=1,y^2+z^2=1,z^2+x^2=1相交图形 画理论计算出的最速落径（虚线表示） 多元函数求极值法模拟最速降线 二次函数 f(x)=4x(1-x) 的迭代密度分布图 二次函数f(x)=ax(1-x) 迭代蛛网图 -Draw a cylindrical surface x ^ 2+y ^ 2 = 1, y ^ 2+z ^ 2 = 1, z ^ 2+x ^ 2 = 1 intersects graphics painting theoretical calculat
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- 最速下降法求非线性无约束最优化（函数极值）问题-The steepest descent method for solving nonlinear unconstrained optimization (function extremum) problem
2
- FR共轭梯度法求非线性无约束最优化（函数极值）问题-FR conjugate gradient method for solving nonlinear unconstrained optimization (function extremum) problem
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- BFGS拟牛顿法求非线性无约束最优化（函数极值）问题-BFGS quasi-Newton method for solving nonlinear unconstrained optimization (function extremum) problem
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- DFP拟牛顿法求解非线性无约束最优化问题（函数极值）-DFP quasi-Newton method for solving nonlinear constrained optimization problem (function extremum)
5-2
- 最速下降法求极值的vb源程序，优化课上的作业-sad df
minHJ
- 黄金分割法一维求极值.自己编写。调用方式，输入函数，和初始值，和精度。开始一维搜索-One-dimensional golden section method for extreme. Their preparation. Calls, input function, and the initial value, and accuracy. Start a one-dimensional search
interior-point-method-
- 程序为内点法，用来求解具有不等式约束条件的目标函数极值，用C开发的程序。-Program for the interior point method for solving the objective function extremum with inequality constraints, a program developed by C.
minBFGS
- 用BFGS法求解多维函数的极值 function [x,minf]=minBFGS(f,x0,var,eps) 目标函数：f 初始点：x0 自变量向量：var 精度：eps 目标函数取最小值时的自变量值：x 目标函数的最小值：minf- By BFGS method for solving the multi-dimensional function of the extreme value function [x, minf] = minBFGS (
第7章 无约束多维极值问题
- 无约束多维极值算法 共轭梯度法 用共轭梯度法求解多维函数的极值(Unconstrained multidimensional extreme value algorithm; conjugate gradient method)
HJ
- 最优化极值搜索中用黄金分割法求解一维函数的极值，算法简单希望采纳(Optimization extremum search, the golden section method to solve the extremum of one-dimensional function, the algorithm is simple, hope to adopt)
黄金分割法
- 用黄金分割法求任一函数的极值，包括进退法子程序，黄金分割法子程序，及函数子程序(Use the golden section method to find the extreme value of any function)
titled7
- 用拉格朗日法算极值，其中公式参数可自行修改，包括约束条件也可自行修改(Extreme value of Lagrange method)