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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.
20040509173430
- 这是混沌微弱信号检测中关于Lorenz奇怪吸引子的绘制的用VC编译的程序！和大家分享-This a weak signal detection on the Lorenz attractor strange rendering of the compiler with VC procedures! And to share with you! !
lorenz
- Compute a representation of the lorenz strange attractor
Characteriationofanexperimentalstrangeattractorbyp
- 讨论了具有周期轨道的奇怪吸引子实验的特性，好文章！-Characteriation of an experimental strange attractor by periodic orbits
fractal_b
- 分形的 多项式奇异吸引子分形创作程序 可以下载-Polynomial strange attractor fractal creation program
3D-strange-attractor
- 3维奇异吸引子的生成程序,3维奇异吸引子的生成程序-stranger attractor
StrangeAttr
- A strange 2-dimensional attractor written in Processing/Java. Creates beautiful fractal images.
fractal-predict-pdf
- 该文章从混沌和分形的关系出发，基于奇异吸引子的分形结构和时间序列的自仿射特性，提出了一种混沌时间序列的预测方法。采用迭代函数系统跟踪混沌的局部运动轨迹，由此确定统计意义上放射性能最优的时间序列段，并分局吸引子定力和拼贴定理建立预测模型。-This article from the chaos and fractal relationship starting, based on the characteristics of self-affine fractal structure and ti
att
- 奇异吸引子，混沌吸引子，复杂系统理论，画法代码。-Strange attractor, chaotic attractor, complex systems theory, painting code.
Lorenz
- 用OpenGL实现画出洛伦兹奇异吸引体，并可以实现图像的放大缩小，翻转，停止等功能键控制的操作-Lorenz Strange Attractor by opengl in VC++6.0.Commands: * Arrow keys: Rotate the view * PgUp, PgDn: Zoom in and out * Mouse click: Center on the nearest point on a particle trajectory *
Lewis
- Simulates a strange attractor in Fractal science kit.
eenefit
- 这是混沌微弱信号检测中关于Lorenz奇怪吸引子的绘制的用VC编译的程序-This is chaos in the weak signal detection of Lorenz strange attractor of drawing programs compiled with VC
rsxassf16
- 这是混沌微弱信号检测中关于Lorenz奇怪吸引子的绘制的用VC编译的程序-This is chaos in the weak signal detection of Lorenz strange attractor of drawing programs compiled with VC
chaookheorograms
- 这是混沌微弱信号检测中关于Lorenz奇怪吸引子的绘制的用VC编译的程序(This is chaos in the weak signal detection of Lorenz strange attractor of drawing programs compiled with VC)
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)