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wolfmap
- 程序运行首先生成传统的Logistic映射Feigenbaum分岔图。水平方向是参数u，取值范围是0—4；竖直方向是变量x，取值范围是0—1。-running first generation traditional Logistic Map Feigenbaum bifurcation diagram. The direction is the level parameters u, value in the range of 0-4; Vertical direction is variab
encstrings
- 程序运行首先生成传统的Logistic映射Feigenbaum分岔图。水平方向是参数u，取值范围是0—4；竖直方向是变量x，取值范围是0—1。-running first generation traditional Logistic Map Feigenbaum bifurcation diagram. The direction is the level parameters u, value in the range of 0-4; Vertical direction is variab
logistic
- 给定初始值，产生费根鲍姆迭代轨迹，logistics映射，周期点等程序-Given initial value, resulting in iterative trajectory Feigenbaum, logistics map, periodic points and other procedures
Feigenbaum
- 用Matlab观察分岔与混沌现象。利用迭代格式，做出相应的Feigenbaum图-Using Matlab to observe the phenomenon of bifurcation and chaos, the use of iterative scheme, corresponding to the Feigenbaum map
Feigenbaum
- Feigenbaum this is development of matlab-Feigenbaum this is development of matlab
E_Logistic
- 特性、相空间特性、倍周期分岔特性、Lyapunov 指数、Feigenbaum 第一常数等，表明它具有良 好的混沌特性.-The phase space characteristics, characteristics, the period-doubling bifurcation characteristics and Lyapunov index, the constant Feigenbaum, indicates that it has good etcGood chaos cha
feigenbaum
- 由重正化群方法求解Feigenbaum常数。这是Feigenbuam首先提出的算法，但是可以优化的余地比较大-By the renormalization group method for solving Feigenbaum constant. This is Feigenbuam first proposed algorithm, but can be relatively large room for optimization
SY_fenchatu
- feigenbaum第一常数，画出其分岔图。-feigenbaum first constant, draw the bifurcation diagram.
F_number
- 计算Feigenbaum数，精确到小数点后12位。-Calculate the Feigenbaum number 12 after the decimal point.
_82f48a77368457b066848db4ac3dcc2a
- Feigenbaum曾对超越函数（为非负实数）进行了分岔与混沌的研究，-Feigenbaum had transcendental functions (non-negative real numbers) were studied Bifurcation and Chaos,