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3Dchaoticciucuit
- 这是本人自己亲手用MLUTISIM做的一个分数维混沌系统的电路，对开始研究分数未混沌系统的学者具有实际意义。-This is my own personally MLUTISIM do with a fractal dimension of chaotic systems circuit, began to study scores of chaotic systems is not a scholar with practical significance.
chaos_paper1
- 构建了一类可切换的三维自治混沌系统，通过系统选择器实现这类系统间的切换) 这类系统都由七项组成，且 都包含三项系统变量乘积的二次非线性项) 详细地分析了这类三维系统平衡点的性质、混沌吸引子的相图和 *+,-./01 指数等特性，设计了实现这类可切换系统的实际电路并进行了电路实验-Construction of a class of three-dimensional autonomous chaotic switching systems, the realization of the
chaos_paper13
- 统一混沌系统的耦合同步 对线性耦合的两个统一混沌系统同步进行研究( 基于线性时变连续系统的稳定性理论，得到初始值不同的两 个统一混沌系统全局渐进同步的一种新的充分条件( 另外，与已经提出的判定统一混沌系统同步的方法进行比较， 发现这里得到的充分条件的约束关系少、缺少保守性，而且满足的耦合系数范围更广( 将该方法应用于统一混沌系 统，数值仿真表明了该方法的有效性与可行性(-Unified chaotic system of coupled linear synchronous co
Cryptanalysisofanimageencryptionscheme
- Cryptanalysis of an image encryption scheme based on a new total shuffling algorithm-Chaotic systems have been broadly exploited through the last two decades to build encryption methods. Recently, two new image encryption schemes have been proposed
chaoshundun
- 基于离散混沌系统广义同步定理的数字图像加密期刊论文-Generalized synchronization of chaotic systems based on discrete digital image encryption Theorem Journal Papers
synchronizationability.f
- fortran 编写的分析复杂网络同步能力的程序，包括主要混沌系统的主稳定函数的分析-fortran analysis prepared by the complex network synchronization process, including the main function of chaotic systems analysis of the main stable
lyapunov
- 基于李雅普诺夫指数的离散混沌系统的控制研究-Lyapunov-based index of the Control of discrete chaotic systems
1CHAOTIC-SIGNALS-AND-SYSTEMS-
- 我们使用一个由混沌Lorenz（洛伦兹）系统控制的动态发射电路证明这两种方法。利用同步的混沌系统表达了一个用同步接收电路进行信号恢复的思想。-We use a chaotic Lorenz (Lorenz) system controls the dynamic transmission circuit that both methods. Expression of synchronization of chaotic systems using a receiver with a sync
Lyapunov
- 混沌系统分析matlab仿真，适当修改可适用一般系统-Chaotic systems analysis matlab simulation, with appropriate modifications applicable general system
yileifeixianxingfenshujie
- 一类非常值得学习的分数阶系统的文件,主要用于分数阶混沌系统的研究和同步-A class of very worth learning fractional system files, mainly for the fractional order chaotic systems research and synchronization
different-fractional-order-chaotic
- 一种异结构分数阶混沌系统投影同步的新方法_黄丽莲-A heterologous structural projective synchronization of fractional order chaotic systems new method _ Huang Lilian
Chaotic-Secure-Communication
- 混沌保密通信系统的研究，阐述了混沌保密通信系统的发展-Research chaotic secure communication systems, describes the development of chaotic secure communication system
MATLAB-simulink-of-chaotic-systems
- 本文介绍了几个常见的混沌系统，利用matlab 编程研究控制与同步-matlab simulink of chaotic systems
fractional-order
- 分数阶混沌系统时域数值仿真及其可靠性分析 .caj :通过分析系统不动点的稳定性，得到分数阶微分系统存在混沌的解析条件。以分数阶统一混沌系统为例，通过时域数值仿真 实验，发现时域近似产生的仿真误差会产生对分数阶微分系统是否存在混沌的错误判断，并且误差影响会随参数k 的增大而变大。 -The analytical conditions that the fractional-order differential systems remain chaotic are obtained b
A-four-wing-chaotic-attractor-generated-from-a-ne
- In order to overcome sensitive defects of components deviations and environment defects in analog circuit design, a novel four-dimensional hyperchaotic systems is constructed based on Lü system. Basic nonlinear dynamics characteristics are analyz
65001
- In order to overcome sensitive defects of components deviations and environment defects in analog circuit design, a novel four-dimensional hyperchaotic systems is constructed based on Lü system. Basic nonlinear dynamics characteristics are analyz
Chaos-in-Dynamical-Systems
- 对于研究混沌系统的研究人员很有帮助，国外大师著作。希望帮助到初学的你。-For the study researchers helpful chaotic system, foreign master works. You want to help to the beginner.
simulation-paper(2)
- Optimal and adaptive control for a kind of 3D chaotic and 4D hyper-chaotic systems
基于排列熵算法的混沌伪随机序列复杂性分析
- 运用排列熵算法分析了离散混沌系统产生的混沌序列和混沌伪随机序列的复杂性，讨论了混沌系统参数对序列复杂性的影响情况。(Permutation entropy algorithm is used to calculate the discrete chaotic system produced by the complexity of chaotic sequence and chaotic pseudo-random sequence, discussed the effect of parame
几个常见的混沌系统，控制与同步
- 几个典型混沌系统的介绍，以及相关混沌系统的控制与同步研究(The introduction of several typical chaotic systems and the study of control and synchronization of related chaotic systems)