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Description: 一个分形方面的小程序
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Size: 95899 |
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Description: mandelbrot 图案生成程序
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Size: 51209 |
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Description: 由逃逸算法生成的分形图形，Mandelbrot，可以放大和缩小。-Fractal graphic by escape algrithm, Mandelbrot. It can zoomout/zoomin.
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Size: 1600 |
Author: 齐松 |
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Description: Graphics Presentations/Mandelbrot Set Function
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Size: 5828 |
Author: 宋德贤 |
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Description: 为绘制分形混浊曲线、Julia集、和Mandelbrot集的程序源代码，程序运行后，
分别选择菜单“分形”下的子菜单“混沌曲线”、“Julia集”或者“Mandelbrot集”，将分别绘制这
几种分形图案。对于Mandelbrot集，可以用托动鼠标选择一矩形框，然后点击鼠标右键对所选择的区域
进行放大。-for mapping turbidity fractal curve, Julia sets, and the Mandelbrot set of program source code, running, choose menu "fractal" submenu under the "chaotic curves," "Julia Set" or "Mandelbrot Set", which will draw several fractal patterns. For the Mandelbrot Set, you can use a mouse and asked to choose a rectangular box, then click the right mouse button on the choice of amplification region.
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Size: 53389 |
Author: cheaijing |
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Description: java产生的一个分形图形，就是所谓的Mandelbrot set-of a fractal graphics, is the so-called Mandelbrot set
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Size: 2664 |
Author: liaojie |
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Description: 分形的mandelbrot和cantor，koch图形，使用matlab编写。-the Mandelbrot fractal and Cantor, koch graphics, the use of Matlab prepared.
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Size: 1743 |
Author: 邓德鑫 |
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Description: 给出了二次函数的Julia集分形图的概念及逃逸时间算法绘制复杂分形图的基本原理,对Julia集给出了严格的数学定义.逃逸时间算法即取定迭代次数界限N,经N次迭代后,若x点仍在给定的区域内,则认为x是分形A中的点 否则x不是分形A中的点.该算法同样适用于Mandelbrot集、Sierpinski三角形等其他复杂分形图.试验表明,该算法绘制的Julia集分形图准确有效、优美清晰,算法简单实用.
-given quadratic function of the Julia set fractal images and the concept of escape time algorithm mapping complex fractal graph - The principle of Julia Sets is a strict mathematical definition. Escape from time algorithm that will limit the number of iterations N, by the N-th iteration, if x is still point to the region, think x A fractal is the point otherwise x A fractal is not the point. It is also applicable to Mandelbro t set, Sierpinski triangle and other complex fractal images. Test shows that The algorithm mapping the Julia set fractal images accurately and effectively, a beautiful clear, simple and practical algorithm.
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Size: 1136 |
Author: 为听 |
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Description: pvm下实现的mandelbrot程序源码，适合初学者研究-under the procedures mandelbrot source, the study for beginners
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Size: 3206 |
Author: 阎利 |
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Description: 本程序为绘制分形混浊曲线、Julia集、和Mandelbrot集的程序源代码，程序运行后，分别选择菜单“分形”下的子菜单“混沌曲线”、“Julia集”或者“Mandelbrot集”，将分别绘制这几种分形图案。对于Mandelbrot集，可以用托动鼠标选择一矩形框，然后点击鼠标右键对所选择的区域进行放大-procedures for the drawing of fractal curves stuffy, Julia Sets, Mandelbrot sets and program source code, procedures, choose menu "fractal" under the sub-menu "chaos curve," "Julia Set" or "Mandelbrot Set", which will draw several fractal patterns. For Mandelbrot Set, can be used to move the computer mouse to choose child care a rectangular frame, Then click with the right mouse button right choice for the region to enlarge
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Size: 58961 |
Author: 张宾 |
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Description: Mandelbrot分形曲线，可以局部放大 -Mandelbrot fractal curve, can enlarge details Mandelbrot fractal curve, can enlarge details
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Size: 38532 |
Author: FM |
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Description: 分形图形的生成源程序，生成不同参数的Mandelbrot集和Julia集，对分形的初学者学习的好帮手。-fractal graphics generation source. Generation different parameters of the Mandelbrot set and Julia sets. Fractal of the beginners learn the good helper.
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Size: 39665 |
Author: 耿淑娟 |
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Description: 这段代码实现分形几何当中著名的mandelbrot集合图形。-fractal geometry to achieve them famous mandelbrot sets graphics.
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Size: 26905 |
Author: foreverk762 |
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Description: 基于DirectDraw的分形演示程序，实现了
SierGasket, Tree, Koch, Cayley, Cantor, Mandelbrot, Sierpinski, TriWingEagle（三翅鹰）的显示。-based DirectDraw Fractal demo program, achieving SierGasket. Tree, Koch, Cayley, Cantor, Mandelbrot. Sierpinski, TriWingEagle (3-winged hawk) show.
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Size: 248917 |
Author: 张静 |
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Description: 一个用Java编写的分形程序。分形(Fractal)理论是Mandelbrot于20世纪70年代提出的一门非线性学科，用于描述自然界中的非平衡非线性复杂系统的有序状态。利用分形算法可以画出千奇百怪的图象。Mandelbrot集和Julia集是分形集合中最基本的两个集合
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Size: 1279 |
Author: 王大朋 |
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Description: Mandelbrot Set集的分形程序
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Size: 1265 |
Author: 邢砚 |
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Description: mandelbrot 分型图的仿真与绘制。mandelbrot.m, mandelbrotdemo1.m, mandelbrotdemograph.fig
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Size: 129683 |
Author: 楚燕 |
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Description: 放大一百万亿倍的mandelbrot set。z初始值可修改。
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Size: 29246 |
Author: wangkai |
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Description: 包括三个程序,可以实现生成朱力叶集,曼德布罗特集,速度很快!-including three procedures can be achieved Generation Zhu Li Ye set -- Mandelbrot B B sets, very fast!
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Size: 2968 |
Author: 伊凡 |
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Description: 分形程序 曼德布罗特集-fractal sets procedures -- Mandelbrot B B
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Size: 840 |
Author: 朱云 |
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