搜索资源列表
618ercichazhi
- matlab优化设计，黄金分割法，二次差值法-matlab optimization design, golden section method, the second difference method
618F
- 黄金分割法617 数学常用 函数逼近 建模运用 -Golden Section 617, the use of mathematical modeling commonly used approximation
Fibonaccimethod
- 用c语言编写的通过运行的黄金分割法，欢迎大家下载-Using c language by running the golden section method, welcome to download
HUANJIN
- 一个黄金分割法的MATLAB程序，并有相应例子-A golden section method of MATLAB program, and a corresponding example
hanshuxunyou
- 对一个三次函数寻找最优解（最小值），分别使用全局搜索法、二分法、黄金分割法和斐波那契法共四种方法寻优。函数可在程序中自行指定，有gui界面。-A cubic function to find the optimal solution (minimum), respectively, using a global search method, dichotomy, golden section and Fibonacci optimization method a total of four me
Conventionaloptimization
- 本程序包 包括一些常用的常规优化算法，包括抛物线法、最速下降法、黄金分割法、牛顿法等，可作为学习优化算法的参考-This package includes some commonly used conventional optimization algorithms, including the parabola method, steepest descent method, golden section method, Newton s law so it can be used as re
huangjinfenge
- 在VC++2008环境下用黄金分割法求最佳步长-In the VC++2008 environment with golden section for the best step
0618fa
- 0.618法是根据黄金分割原理设计的,所以又称之为黄金分割法。 优选法是一种求最优化问题的方法。-0.618 method is designed based on the principle of golden, it is also called the golden section method. Optimization is an optimization problem seeking.
hj
- 黄金分割法，希望对大家有所帮助 也可以和大家交流-Golden section method
OptimumDM
- 机械优化设计一维、多维约束、多维无约束优化算法集成。包括：黄金分割法、牛顿法、梯度法、随机方向法、可行方向法等-Optimization of Mechanical Design dimensional, multi-dimensional constraints, multi-dimensional integration of unconstrained optimization. Include: golden section method, Newton method, gradient
MINFBNQ
- 无约束一维极值问题中的黄金分割法，例程可调-Unconstrained extremal problem in the one-dimensional golden section method, routine adjustable
huangjinfenge
- 用黄金分割法求极值 用黄金分割法求极值-Extremum with the Golden Section Golden Section Method with extreme extreme with the Golden Section Method
One-dimensional-extremum-problem
- 第6章 无约束一维极值问题 所在章节 函数名 功 能 6.1 minJT 用进退法求解一维函数的极值区间 6.2 minHJ 用黄金分割法求解一维函数的极值 6.3 minFBNQ 用斐波那契法求解一维函数的极值 6.4 minNewton 用牛顿法求解一维函数的极值 6.5 minGX 用割线法求解一维函数的极值 6.6 minPWX 用抛物线法求解一维函数的极值 6.7 minTri 用三次插值法求解一维函数的极值 6.8.1 minGS 用Golds
1
- 黄金分割法在机械设计中的实际应用 列举了一个例题-Golden section method in the mechanical design of a practical application example cited
optimization-program
- 用 进退法 黄金分割法 单纯形法 复合形法 解决优化设计问题-Machine Optimizer Program
cg
- 该程序是用共轭梯度法来求解函数的最优化问题，其中一维搜索时采用了0.618法，即黄金分割法-The program is the conjugate gradient method to solve the function optimization problem, one-dimensional search using the 0.618 method, that is, golden section method
11
- 二分法，牛顿法，黄金分割法的matlab实现。-Dichotomy, Newton method, the golden section method matlab implementation.
302302003
- 无约束一维极值问题，进退法，黄金分割法、奜波那契法，牛顿法，割线法，goldstein法，wolfe-powell 算法matlab源代码-Unconstrained a d extremum problems, in a method, the golden section method, wave that contract law, Newton method, secant line rule, goldstein method, Wolfe-Powell algorithm matla
frequency-searching
- 得到特征方程，采用二分法和黄金分割法搜索梁、板等结构的自振频率-The characteristic equation, and the golden section method using dichotomy search beams, plates and other structure of the natural frequency
Objective-function-extremum
- 采用了精确一维搜索法进行目标函数求极值，其中使用了黄金分割法，最速下降法和拟牛顿法。-Using the exact one-dimensional search method to the objective function extremum, which uses the golden section method, steepest descent and quasi-Newton method.