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lorenz
- 洛仑兹方程（蝴蝶效应） 可以通过改变参数观察到混沌到稳定的变化过程-butterfly effect:by modifying the parameters you can see how it changes between chaos and stability
LorenzLy
- Lorenz系统的李雅谱诺夫指数，指数谱，大家多支持下哦-very good dajia juedebucuojiu zhichi xia
Lorenz
- lorenz混沌动力系统分析源代码包含系统轨线，吸引子-lorenz chaotic dynamical system analysis
lorenz
- Compute a representation of the lorenz strange attractor
lorenz
- 洛伦兹吸引子的函数程序以及动态图形，matlab程序-Lorenz attractor function procedures and dynamic graphics, matlab program
Lorenz-3d-plot
- 绘制出lorenz系统的三维图，初始值和角度可以调整，时间长度也可以自己调整。-Three-dimensional map drawn lorenz system, the initial value and the angle can be adjusted to the length of time can also make their own adjustments.
lorenz
- lorenz曲线的Matlab程序，lorenz_f函数为lorenz函数，lorenz为用龙格库塔方法选取数据-Lorenz curve Matlab program
lorenz
- simulation of lorenz/ chaos
lorenz
- lorenzx相位图 吸收引子 混沌 chaos-lorenz system phase
LORENZ
- 四阶龙格库塔法解lorenz方程的小程序(FORTRAN)-Fourth-order Runge-Kutta method for solving equations applet lorenz(FORTRAN)
Lorenz
- Evesen开发的洛伦兹模型耦合集合卡尔曼滤波算法-Lorenz model coupled with ensembled Kalman Filter
lorenz
- lorenz系统的相图程序,简单数学模型中的混沌现象 -lorenz system phase diagram of the program, a simple mathematical model of Chaos
lorenz
- lorenz simulation with matlab for nonlinear system
Lorenz
- 洛伦兹方程的解及吸引子，帮助理解非线性方程以及混沌吸引子-Solutions and Lorenz attractor equations
LYPA-LORENZ
- 洛伦兹系统的最大LYPA指数的计算程序-lorenz system ,max lypanov expenents,chaos,matlab,,......
lz.zip
- lorenz attractor Write a three dimensional OpenGL visualization of the Lorenz Attractor. The lorenz.c program provides an integrator that may be used to generate a sequence of points to use in the visualization.
Lorenz系统分岔图
- Rossker系统设计庞加莱截面，得到参数c的分叉图。把程序function改一下编程Lorenz系统即可(The Poincare cross section of Rossker system is designed and the bifurcation diagram of parameter C is obtained. Change the program function to programming Lorenz system)
Lorenz Attractor
- Edward Lorenz 1963年在研究大气成分流动规律时发现下面微分方程组有非常奇异的现象，后被称为混沌现象(Edward Lorenz in 1963 studied the law of atmospheric composition flow, found that the following differential equations have very strange phenomenon, and later known as chaos phenomenon)
lyap指数lorenz求法matlab
- lorenz系统lyapunov指数计算(Lyapunov index calculation of Lorenz system)
lorenz
- 该Fortran代码是用龙格库塔法解Lorenz微分方程组，画出二维相图和三维相图。(The Lorenz system is a system of ordinary differential equations first studied by Edward Lorenz. It is notable for having chaotic solutions for certain parameter values and initial conditions. In particular,