FRACTAL
共 16 篇文章
FRACTAL 相关的电子技术资料，包括技术文档、应用笔记、电路设计、代码示例等，共 16 篇文章，持续更新中。
期刊论文：An image retrieval system based on fractal dimension
·期刊论文：An image retrieval system based on fractal dimension
一类分形函数的分数阶微积分及其维数
<p>近年来有关分形函数的研究引起人们广泛的关注，分形函数以Weierstrass函数为典型函数，人们对它的维数以及它的分数阶微积分函数的维数进行了系统的研究。本文主要针对分数阶微积分的定义展开讨论，得出了它的一些性质，并且讨论了一类更一般的分形函数，研究了这类分形函数的分数阶微积分函数及其维数。论文的主要研究工作详述如下：第一，我们定义了分形函数的分数阶积分和分数阶微分且针对分数阶微积分的定义研
分形几何学第二版，介绍了很多基本概念及相关实例
：分形几何学第二版，介绍了很多基本概念及相关实例-Second edition of fractal geometry, introduced a lot of basic concepts and related examples
MATLAB之父《编程实践 》中译本 带书签目录
<p>MATLAB之父 编程实践 中译本__PDF电子书下载 带书签目录 完整版</p><p>目 录</p><p>第1 章迭代（Iteration） 1<br/></p><p>第2 章斐波那契数（Fibonacci Numbers） 15<br/></p><p>第3 章日历与时钟（Calendars and Clocks） 29<br/></p><p>第4 章矩阵（Matr
Generating Fractals with SSE/SSE2 You probably have heard about fractals before. They are beautiful
Generating Fractals with SSE/SSE2
You probably have heard about fractals before. They are beautiful pictures such as the one shown above. Any fractal can be described using iterative formulas. So you
wavelet_fractal_compressor小波技术与分形技术相结合进行图像压缩
wavelet_fractal_compressor小波技术与分形技术相结合进行图像压缩，压缩效果好，但是运行时间比较长。作为实验还是可以用的
VC小波应用 分形和混沌 FRACTAL AND GRASS DEMO
VC小波应用 分形和混沌 FRACTAL AND GRASS DEMO
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
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
使用遞迴運算畫出fractal tree,使用者可自行輸入遞迴次數,畫出不同level的tr
使用遞迴運算畫出fractal tree,使用者可自行輸入遞迴次數,畫出不同level的tr
During the past four years, most of our research activities have been focused on image but also vide
During the past four years, most of our research activities have been focused on image but also video
and 3-D objects processing for security applications (watermarking and biometrics) and communicat
Fractal deformation method of complex evolutionary systems under parameter perturbations To create
Fractal deformation method of complex evolutionary systems under parameter perturbations
To create much more fractals width new type of structures.
A fractal is generally "a rough or fragmented geometric shape that can be split into parts, each of
A fractal is generally "a rough or fragmented geometric shape that can be split into parts, each of which is (at least approximately) a reduced-size copy of the whole,"[1] a property called self-simil
srand[getpid[]] /* initialize some of the memory */ memset[heightmap, 0, MAPSIZE*MAPSIZE]
srand[getpid[]]
/* initialize some of the memory */
memset[heightmap, 0, MAPSIZE*MAPSIZE]
memset[vpage, 0, RENDERWIDTH * RENDERHEIGHT]
printf["Creating dx d fractal terrain\n", MAP
calculates the fractal dimension of a set in the 2D plane using the box counting method.
calculates the fractal dimension of a set in the 2D plane using the box counting method.
srand[getpid[]] /* initialize some of the memory */ memset[heightmap, 0, MAPSIZE*MAPSIZE]
srand[getpid[]]
/* initialize some of the memory */
memset[heightmap, 0, MAPSIZE*MAPSIZE]
memset[vpage, 0, RENDERWIDTH * RENDERHEIGHT]
printf["Creating dx d fractal terrain\n", MAP
Fractal Explorer GUI-based program for exploring and studying the most common form of fractals, c
Fractal Explorer
GUI-based program for exploring and studying the most common form of fractals, chaotic systems and fractional dimension systems