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Peano
Peano分形显示程序,希望对大家有用.(Peano fractal display program, in the hope that everyone useful.)
- 2008-04-01 09:37:49下载
- 积分:1
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FractalDim
分形维数计算程序,含有完成代码和计算说明(Fractal calculation)
- 2016-11-28 21:43:22下载
- 积分:1
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DLA (2)
这属于絮凝分形成长模拟中的DLA模型,让单个粒子去碰撞总粒子,然后判断是否聚集黏附(Flocculation fractal growth simulation)
- 2017-11-27 16:39:24下载
- 积分:1
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rata
多模光纤的信道特性研究,主要针对多模光纤的高频带通特性(Multimode optical fiber channel characteristic research, mainly based on the high band characteristics of multimode fiber)
- 2017-08-12 20:34:53下载
- 积分:1
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fractalparameter
关于图像的分形参数计算matlab程序与大家一起分享(On the fractal image parameter calculation matlab program to share with everyone)
- 2007-08-22 16:35:00下载
- 积分:1
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DLA
Diffusion-limited Aggregation(DLA)扩散限制凝聚,是由Witten和Sander于1981年共同提出来的。其基本思想是:首先置一初始粒子作为种子,在远离种子的任意位置随机产生一个粒子使其做无规行走,直至与种子接触,成为集团的一部分。然后再随机产生一个粒子,重复上述过程,这样就可以得到足够大的DLA团簇。(Diffusion-limited Aggregation (DLA) Diffusion Limitation Cohesion was presented by Witten and Sander in 1981. The basic idea is to first set an initial particle as a seed, at any position away the seeds randomly generated a particle to make it random walk until the contact with the seeds, as part of the group. And then randomly generate a particle, repeat the process, so you can get enough large DLA clusters.)
- 2017-05-03 20:23:17下载
- 积分:1
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ML_fractal_book1
大自然的分形几何学(最新修订本),该书是pdg格式图书,对分形几何学习有重要作用(this book is a classical book for study fractal)
- 2009-05-14 10:24:44下载
- 积分:1
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KochCurveWithLSystem
L系统单一规则生成Koch曲线源代码,可通过改变初始元、生成元、角度和压缩因子等生成要素绘制出许多“简单”分形图形。(非原创,原程序存在错误,我进行了修改,可能扔存在错误。)(L system single rule Koch curve generated source code can be changed by the initial yuan, generators, angle and compression factor generated elements drawn many "simple" fractals. (Non-original, there is an error in the original proceedings, I made amendments may throwing errors.))
- 2007-05-19 09:14:27下载
- 积分:1
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file
微分几何的电子书,很经典的书,通俗易懂,如果要学习微分几何,推荐(this is a book about differential geometry)
- 2012-02-15 18:03:34下载
- 积分:1
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multifractal2
多重分形计算,可以计算连续分形谱,有奇异指数和分维普函数(Calculation for multifractal, you can use)
- 2018-07-04 10:47:43下载
- 积分:1