搜索资源列表
mandelbrotdemo
- mandelbrot 分型图的仿真与绘制。mandelbrot.m, mandelbrotdemo1.m, mandelbrotdemograph.fig
mandelbrot
- 分形图 利用matlan程序实现了分形图的编码，可以自主调控图像颜色-Mandelbrot set
fenxing.rar
- 本文给出两个最典型分形集—Julia 集和Mandelbrot 集的matlab源程序，并对分析了它们的性质和变化规律。,In this paper, the two most typical fractal sets-Julia sets and Mandelbrot Sets matlab source, and an analysis of their nature and variation.
mandelbrot
- This guide can draw a mandelbrot figure. In default values it calculates Z=Z^2+C for 20 iterations, where Z initally equal to zero and C has the values of every pixel created by meshgrid function(built-in). although mandelbrot equation is Z=Z^2+
mandelbrot
- 利用MATLAB生成mandelbrot分形-Mandelbrot fractal generated using MATLAB
juliamandel(1)
- by matlab draw the julia set and mandelbrot set.
fractal
- by matlab draw the julia set and mandelbrot set.
Julia
- julia mandelbrot 分形 基本源程序-julia
Mandelbrot
- 在命令窗口中输入Mandelbrot，可以绘制出Mandelbrot集合-In the command window, type the Mandelbrot, the Mandelbrot set can be drawn
mmar
- Simulates a Multifractal Model of Asset Return using a multiplicative lognormal cascade-Simulates a Multifractal Model of Asset Return using a multiplicative lognormal cascade See the following papaer A Multifractal Model of Asset Retur
mandelbrot-julia
- 关于Julia集和Mandelbrot集的MATLAB程序-the programs of Julia set and Mandelbrot set with MATLAB
MaJ
- 逃逸时间算法的Mandelbrot集与Julia集的MATLAB实现代码-Escape time algorithm of Mandelbrot set and Julia set of MATLAB implementation code
Mandelbrot
- 分形的实验 Mandolbrote图形，分享一下-The fractal experimental Mandolbrote graphics, and share
Mandelbrot_Fractal_Matlab
- this mandelbrot fractal matlab code-this is mandelbrot fractal matlab code
MandelbrotJulia1
- Mandelbrot集和Julia集的分形图之matlab实现，特别是分形学有用。-The matlab implementation of the fractal graph of the Mandelbrot set and the Julia set of the attraction domain and the Julia set is realized, which is a great help to the fractal geometry.
分形维数
- 被誉为大自然的几何学的分形( fractal) 理论是现代数学的一个新分支。分形的概念最早是由美籍数学家曼德布罗特( B. B. Mandelbort) 提出 ， 分形是指部分与整体以某种方式相似的形体。自相似原则和迭代生成原则是分形理论的重要原则。它表征分形在通常的几何变换下具有不变性， 即标度无关性。分形维数是分形理论中的主要参数， 分形维数反映了复杂形体占有空间的有效性， 它是复杂形体不规则性的量度。(The fractal (fractal) theory, which is known
朱利亚集合，曼德博集合
- 朱利亚集合以及曼德博集合的matlab代码，图像及动画(matlab code of julia set and mandelbrot set with animation)