搜索资源列表
Fibonacci
- 验证Fibonacci数列与黄金分割的关系-certification Fibonacci series and the relationship between 0.618
huangjin
- 用delphi语言实现运筹学黄金分割法程序-used language tacticians 0.618 Act procedures
huangjingfenge
- 黄金分割的4个子程序-the Golden Section 4 sub-procedures
vb_huangjin
- 规划数学中的黄金分割法，给定目标函数，用黄金分割法求最小值，用VB实现，
King_c
- 使用C编写的黄金分割法程序，使优化算法，值得大家学习
sousuo
- 一维搜索法求极值的问题，用c++描述，黄金分割法和斐波那契数列发求-One-dimensional search for the extremum problem, using c++ descr iption, golden section method and the Fibonacci sequence for hair
Cpp4
- 进退法求收敛区间和黄金分割法求极值两种功能-Advance and retreat method convergence zone and the golden section method for extremal two functions
biancheng
- 利用进退法求区间和黄金分割法做的优化设计编程。。。老师布置的题目-The use of advance and retreat method interval and golden section method to do to optimize the design of programming. . . The topic of teacher
008
- 无约束优化方法，黄金分割法求函数极值，一维搜索问题-Unconstrained optimization methods, golden section method for extreme value function, one-dimensional search problems
1
- 最优化设计中的可利用的黄金分割法 一元三次-Optimum design of the golden section method can be used three times a dollar
0.618
- 黄金分割法，求简单的黄金分割法f(x)=(x+1)(x-2)^2 e=0.0001 a=0 b=0.1-Golden section method, seeking a simple golden section method f (x) = (x+1) (x-2) ^ 2 e = 0.0001 a = 0 b = 0.1
Hjfg
- 优化 黄金分割是用c++编写的运行过 可以成功 是自己做的 可以看一下
best
- 进退法找求单峰区间，黄金分割法找最优解的matlab程序。-The advance and retreat method to find requirements unimodal interval, golden section method matlab program to find the optimal solution.
Desktop
- 共轭梯度法 matlab 程序 运用黄金分割法寻找最小点-Conjugate Gradient Method
golden
- 黄金分割法，附带说明，程序可直接运行,,有实例说明，是数值最优化方面的-Golden section method, with instructions, the program can be run directly
Homework0305
- 由以下方法求极值：(1)黄金分割法求极值 (2)使用平分法求极值(3)使用成功-失败法求极值(4)牛顿法求极值(5)使用三点二次插值法求极值(6)使用三次插值法求极值 -Extremum by the following methods: (1) golden section method for extreme (2) using bisection method for extreme (3) the use of success- failure method for extrem
gold
- 黄金分割比的求值，并且用图形表述这一过程。-Evaluated the golden ratio, and the graphical representation of this process.
leonardofibonacci
- Delphi裴波纳契数列求和实例,请输入要计算数字的前多少位。斐波那契数列，又称黄金分割数列，指的是这样一个数列：0、1、1、2、3、5、8、13、21、……在数学上，斐波纳契数列以如下被以递归的方法定义：F0=0，F1=1，Fn=F(n-1)+F(n-2)（n>=2，n∈N*）在现代物理、准晶体结构、化学等领域，斐波纳契数列都有直接的应用。本例用Delphi来演示斐波那契数列的简单应用。-Delphi Fibonacci numbers and examples, please inpu
qiujizhi
- 利用割线法、进退法、黄金分割法等求解给定区间内的极大值与极小值-Using the secant method, advance and retreat, such as golden section method for solving the given interval maxima and minima
optimization
- 最优化问题中的最速下降法，共轭梯度法，黄金分割法代码，为applied optimization with matlab programming书中源代码-Steepest descent method, conjugate gradient method, golden section method code