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Description: 这是关于Julia集 与 Mandelbrot集的一个应用程序。-on Mandelbrot Set and Julia Set an application.
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Size: 37809 |
Author: 王丹 |
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Description: 这是关于Julia集 与 Mandelbrot集的一个应用程序。-on Mandelbrot Set and Julia Set an application.
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Size: 37888 |
Author: 王丹 |
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Description: 用小波绘制分形混浊曲线、Julia集、和Mandelbrot集，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。-Wavelet Fractal stuffy drawing curves, Julia sets, and Mandelbrot sets, after running, select the menu "fractal" submenu under the "chaotic curve," "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: 57344 |
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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: 53248 |
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: 2048 |
Author: liaojie |
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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: 58368 |
Author: 张宾 |
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Description: Mandelbrot Set集的分形程序-Mandelbrot Set Fractal Set procedures
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Size: 1024 |
Author: 邢砚 |
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Description: 分形图形学中的，3D的Mandelbrot集实现代码。-Fractal Graphics, 3D realization of the Mandelbrot set code.
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Size: 2048 |
Author: 段强 |
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Description: 几个分形图的Matlab代码,包括Julia集、koch曲线、Siepbinski垫片、Mandelbrot集、分形树等,用Matlab运行一下试试吧，可以画出非常美丽的分形图，很好玩！-Some fractal images of Matlab code, including the Julia set, koch curve, Siepbinski垫片, Mandelbrot set, fractal tree and so on, using Matlab to run you give it a try, you can draw very beautiful fractal images, is a lot of fun!
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Size: 29696 |
Author: tyksango |
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Description: mandelbrot 曼氏集合并行处理-mansoni mandelbrot set parallel processing
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Size: 385024 |
Author: mmy |
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Description: 本程序实现了并行环境下mandelbrot集的实时显示，可以放大区域及回退-this project is to display the mandelbrot set, and also realizes the functions of zooming selected zone and going backward
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Size: 8192 |
Author: wuchengwei |
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Description: 曼德勃羅集合
從數學上來講，曼德布洛特集合是一個複數的集合。一個給定的複數c或者屬於曼德布洛特集合M，或者不是。-From the Mandelbrot set mathematically speaking, the Mandelbrot set is a collection of complex numbers. A given complex number c or of Mandelbrot set M, or not.
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Size: 29696 |
Author: kontakt |
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Description: This the Mandelbrot set with mpi-This is the Mandelbrot set with mpi
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Size: 4096 |
Author: Navid Yamini |
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Description: 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+C you can change the degree of the equation between 1 - 50.
higher number in iteration, points in axes gives better results in image besides more resulting time.
to zoom an area of the figure you must aproximately choose the point and then change the center values to this point values then push Show Graph button. because of this is the first version there can be any lack of usage.
-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+C you can change the degree of the equation between 1- 50.
higher number in iteration, points in axes gives better results in image besides more resulting time.
to zoom an area of the figure you must aproximately choose the point and then change the center values to this point values then push Show Graph button. because of this is the first version there can be any lack of usage.
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Size: 8192 |
Author: Mike Gao |
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Description: This code draws the famous Mandelbrot set, allowing you to zoom in and out, change iteration levels and colors. You can also save the output as a BMP which demonstrates the use of the DIB and DDB structs and APIs.-This code draws the famous Mandelbrot set, allowing you to zoom in and out, change iteration levels and colors. You can also save the output as a BMP which demonstrates the use of the DIB and DDB structs and APIs.
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Size: 29696 |
Author: Freezer |
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Description: 使用静态调度的mandelbrot集的并行实现。
运用了mpi编程技术-Mandelbrot set using the static scheduling of parallel implementation. Use of mpi programming
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Size: 2048 |
Author: wanyihan |
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Description: Mandelbrot Set 分形图绘制，Netbeans java 项目。 程序特色： 可放大缩小，多线程计算。-Mandelbrot Set fractal mapping, Netbeans java project. Program features: You can zoom, multi-threaded computing.
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Size: 926720 |
Author: Carrot |
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Description: 关于 Mandelbrot Set (曼德布洛特集)vc6编写的，使用EasyX库-About Mandelbrot Set (mander cloth lott Set) vc6 write, use EasyX library
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Size: 380928 |
Author: yangjianguo |
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Description: 曼徳布罗特集的Qbasic计算程序，可以观察到分形局部和整体的相似性。-Mandelbrot Set Qbasic A fractal local and overall similarity can be observed
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Size: 189440 |
Author: 江健 |
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Description: 分形学 - 可以无穷放大的 Mandelbrot Set (曼德布洛特集)-Mandelbrot Set
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Size: 2048 |
Author: qfeng |
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