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牛顿法解混沌
- 一个用C语言编写的求混沌序列的源程序,挺好的!-a C language for the chaotic sequence of the source, very good!
C-C Method
- 非线性系统的C-C算法,程序运行良好,能为从事混沌方面研究的人员提供一定的便利.-Nonlinear Systems C-C algorithms, running good, to engage in research in the chaotic provide certain facilities.
混沌序列的相空间重构的MATLABT程序
- 混沌序列的相空间重构的MATLABT程序,相信一定能给您带来惊喜.-chaotic sequence of phase space remodeling MATLABT procedures, I believe that you can bring surprises.
LE
- 计算各种混沌系统李雅普洛夫指数的MATLAB 源程序。-calculating various chaotic system schematic index Lee MATLAB source.
GM2
- GM（1，1）灰色模型，便于了解其混沌特性，程序很短，由matlab编译，-GM (1,1) gray model to facilitate understanding of their chaotic behavior, a very short procedure, Matlab Compiler,
csademo
- 这是一个基于模拟退火算法的混沌神经网络模型-This is an algorithm based on simulated annealing chaotic neural network model
show_SNA
- 显示奇怪非混沌吸引子. 获得数据后, 用外部软件: origin等画出.-showed strange non-chaotic attractor. Access to data, the use of external software : origin such as paint.
lorenz-exm
- 采用dsp产生lorenz信号，以用于混沌保密通信，程序在ccs下调试并通过-using dsp have lorenz signal to be used in chaotic secure communications, Under procedures in ccs through debugging and
牛顿法解方程源代码
- 牛顿法解方程之混沌情况，帮助你对牛顿法解方程的领悟，具有非常强的视觉冲击力，美仑美奂，不看将后悔一辈子的！-Newton equation solution chaotic situation and help you right Solving equations of Newton's grasp, with very strong visual impact, attractive, and will not look at a lifetime of regret!
complexnetworkandchaos
- 分别用于复杂网络的bbv和tde模型计算，此外在小世界上模拟计算混沌振子的同步行为。-Separately for the complex network of bbv and TDE model calculation, in addition to the small-world simulation on chaotic oscillator synchronous behavior.
h3
- 阿诺德舌头，和魔鬼楼梯。非线性混沌动力学的模拟。-Arnold tongues and devil staircases. Nonlinear chaotic dynamics simulation.
LyapunovspectrumforLorenzattractor
- 附件中是我用Fortran写的lorenz混沌吸引子的lyapunov指数谱产生程序。包括三部分内容：如何产生lorenz吸引子，详细注释，如何计算lyapunov指数谱。 需要的话也可以单独提取子程序中的四阶龙格库塔算法。 希望有所用。-Annex is written in Fortran I used the Lorenz chaotic attractor of lyapunov index spectrum generation process. Includes three
ChaosToolbox1p2_trial
- 计算混沌系统的lyapunov指数和poincare截面-Calculation of chaotic systems lyapunov index and cross-section poincare
sw-lorenz
- 本程序模拟计算复杂网络中的混沌同步控制，用于计算小世界网络中节点为lorenz振子-This procedure simulated a complex network of chaotic synchronization control, used to calculate the small-world network node for the Lorenz oscillator
track
- 用matlab编的用来实现追踪控制的源程序，希望对同行有所帮助。-This program is for the tracking control in chaotic system.
Duffing_success
- 利用混沌振子检测微弱正弦信号，以duffing系统为例，采用的梯形积分积分求取微分方程-Detection of chaotic oscillator using weak sinusoidal signal to duffing system as an example, using the trapezoidal integration points to strike a differential equation
chaos-LargestLyapunov
- 给出一个求解连续混沌系统的最大Lyapunov指数的程序，经验证有很好的吻和度，并能应用的高维（超混沌）或其他混沌系统。-Solving a continuous chaotic system is given the maximum Lyapunov index procedure, proven good kiss and degrees, and can use the high-dimensional (super-chaotic), or other chaotic systems.
FOChS
- matlab程序模拟微分方程。各种流行的系统显示混沌运动特征。-This toolbox contains the functions which can be used to simulate some of the well-known fractional order chaotic systems, such as: - Chen s system, - Arneodo s system, - Genesio-Tesi s system, - Lorenz s syste
chen
- 在非线性科学中，“混沌”这个词的含义和本意相似但又不完全一致，非线性科学中的混沌现象指的是一种确定的但不可预测的运动状态。它的外在表现和纯粹的随机运动很相似，即都不可预测。但和随机运动不同的是，混沌运动在动力学上是确定的，它的不可预测性是来源于运动的不稳定性。或者说混沌系统对无限小的初值变动和微绕也具于敏感性，无论多小的扰动在长时间以后，也会使系统彻底偏离原来的演化方向。混沌现象是自然界中的普遍现象，天气变化就是一个典型的混沌运动。混沌现象的一个著名表述就是蝴蝶效应：南美洲一只蝴蝶扇一扇翅膀，就
Chaotic Generators Demo
- Chaotic Generators Demo