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利用Matlab求解带有时间延迟的Mackey-Glass系统，在非线性动力学中经常用到。可以用来求解类似的延迟微分方程系统。-using Matlab time delay with the Mackey-Glass Systems, Nonlinear Dynamics frequently used. Can be used to solve the differential equation similar to the delayed system.
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利用Maltab求解变参数lorenz方程,在非线性动力学和混沌研究中经常遇到类似的问题。本程序也可以求解类似的有变参数的微分方程系统如Chen system, Lv system, Rossler system 等。-use Maltab variational parameters lorenz equation, Nonlinear Dynamics and Chaos often encountered similar problems. The procedures also can
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用斜率的方法来求时间序列的lyapunov exponent,在非线性动力学和时间序列处理中经常用到。很实用的小程序。-slope of the methods used to the time series for the lyapunov exponent. Nonlinear Dynamics and the time sequence processing frequently used. Very small practical procedures.
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利用Matlab求二维离散系统的分岔图程序。
在非线性动力学及复杂经济学中经常用到类似的问题。也可以用来画其他更高维数的离散映射系统的分岔图。很实用。-using Matlab for discrete two-dimensional map of bifurcation process. In nonlinear dynamics and complex economics frequently used similar problems. Can also be used for oth
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计算微分方程系统的Lyapunv exponent,在非线性动力学和有关混沌的研究中非常有用。-calculated differential system Lyapunv exponent, Nonlinear Dynamics and Chaos in the study very useful.
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计算癫痫脑电非线性动力学之一的lyapunov指数-calculated EEG epilepsy nonlinear dynamics, one of the lyapunov index
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This is bifurcation phase of Cubicmap using matlab. If you want to study the nonlinear dynamics, it is a good example for beginner. It will be helpful for you to simulate the bifurcation phenonmenons in nonlinear discrete dynamical systems.
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胞映射程序,用于模拟仿真非线性动力学的分岔,混沌等动力学行为-Cell mapping procedures, for the simulation of nonlinear dynamics of bifurcation, chaos, such as dynamic behavior
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It is for complexity measure methods
good for nonlinear dynamics
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Campbell figure is very good method in solving nonlinear dynamics-this code gives a good approximation method to get Campbell figure
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用来求解非线性系统中分岔,混沌,周期,准周期等动力学,可以求数值解,也可画图,只要知道系统模型,可以根据需要自由修改参数,-Used to solve nonlinear systems in the bifurcation, chaos, periodic, quasi-periodic dynamics, etc., you can seek numerical solutions, but also drawing, as long as know the system model, yo
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在介绍非线性动力学现代理论中的混沌理论的基础上 综述了混沌理论及其方法在脑
电 心电及肌电等医学信号处理中的应用 并展望了它们的发展趋势 旨在推进非线性分析方法在生物医学中的研究和应用-In introducing the modern theory of nonlinear dynamics of chaos theory, based on an overview of chaos theory and its method in EEG and EMG and other ECG me
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通过非线性动力学中混沌研究的poincare图可以很方便的识别出周期，拟周期或者混沌运动，该程序实现了poincare图的绘制-Through the study of nonlinear dynamics in the chaotic poincare map can easily identify periodic, quasi-periodic or chaotic motion, the program achieved poincare mapping
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利用非线性动力学的知识研究混沌行为，可以通过画运动的分岔图来研究参数变化对运动的影响，本程序以洛伦兹力为例子实现了分岔图的绘制-Knowledge of the nonlinear dynamics of chaotic behavior, can 通过 Painting Movement of the bifurcation diagram to study the impact of parameters on the movement, this program in order to a
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非线性动力学控制问题 利用MATLAB中的simulink对非线性动力学进行研究-Control of nonlinear dynamics using MATLAB simulink in the study of nonlinear dynamics
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The support vector machine (SVM) is a novel type of learning machine based on statistical learning theory
that can map a nonlinear function successfully. As a battery is a nonlinear system, it is difficult to establish
the relationship between th
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Book about nonlinear dynamics in CZECH
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相空间重构是非线性动力学研究的第一步，相空间重构最重要的是参数嵌入维数和延迟时间的选择-Phase space reconstruction is the first step in nonlinear dynamics, phase space reconstruction is the most important parameters of embedding dimension and delay time select
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提供多种nonlinear dynamics函数，包括bifurcation analysis, 和 chaos analysis.-Function of a variety of nonlinear dynamics, including bifurcation analysis, and chaos analysis.
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这些程序,用于模拟仿真非线性动力学的分岔,混沌等动力学行为-it s for the nonlinear dynamics phenomenon of code.
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