搜索资源列表
Rosenstein_lyapunov_m
- Lyapunov指数的计算方法实现 matlab-Lyapunov exponent calculation methods Matlab
lyapunov
- 求解lyapunov指数的经典程序。Matlab版，希望对大家有用！
Lyapunov-exponents
- 用小数据量方法求lyapunov指数，matlab+MEX编程技术。
lyapunov
- Lyapunov exponent calcullation for ODE-system. The alogrithm employed in this m-file for determining Lyapunov exponents was proposed in A. Wolf, J. B. Swift, H. L. Swinney, and J. A. Vastano, "Determining Lyapunov Exponents from a Time Series," Physi
Lyapunov
- 对序列进行李亚普诺夫指数的运算，判断初始序列何时进入混沌状态-Lyapunov exponent of the sequence of operations, to determine when to enter the chaotic state of the initial sequence
lyapunov(2)
- Matlab algorithm to calculat Lyapunov exponent from ODE
logistic
- 求Lyapunov指数，LOGISITIC映射-Seek Lyapunov index, LOGISITIC map
lyapunov
- lyapunov算法程序，才有wolf方法进行计算-lyapunov algorithm program have wolf calculation method
Lyapunov_ex
- Lyapunov指数生成程序。该指数是判断系统是否处于混沌状态的有力工具，很好用-Lyapunov index generator. The index is to determine whether the system is a powerful tool in a chaotic state, that is great
compute-lyapunov
- 用matlab实现计算李雅普诺夫指数算法-Algorithm for computing Lyapunov exponents
Lyapunov-solve-K
- Lyapunov求解K熵的matlab仿真程序-Solving Lyapunov entropy matlab simulation program K
multipe-lyapunov-fuctions
- 采用多lyapunov函数法分析切换系统稳定性-Analysis of multi-function switch lyapunov system stability
Calculation Lyapunov Exponents for ODE
- Matlab Calculation Lyapunov Exponents for ODE
matlab-Lyapunov
- 对于混沌系统进行李雅普诺夫指数计算以及其指数谱仿真-CHAOS SYSTEM LYAPUNOV
lyapunov-matlab
- 三阶Lyapunov指数的运算源代码，包括一个例子(Three order Lyapunov index operation source code,Include an example)
lyapunov
- matlab计算lyapunuov指数的方法(The method of calculating Lyapunuov exponent by MATLAB)
lyap指数lorenz求法matlab
- lorenz系统lyapunov指数计算(Lyapunov index calculation of Lorenz system)
lyapunov 1
- 通过基于MATLAB平台的程序，计算lyapunov指数(Calculating the Lyapunov index)
lorenz lyapunov
- 计算李雅普诺夫指数，仿真模拟实验计算李亚普诺夫指数程序(Calculate Lee Yap Andrianof index and simulate Lyapunov's exponential procedure.)
bifurcation and LE
- 计算非线性系统的分叉图和李雅普诺夫指数，用于判断系统的混沌状态，独立的两个文件(a tool to calculate bifurcation and Lyapunov exponent)