Description: 分形几何中sierpinski算法设计的程序，给定不同的递归深度，绘制sierpinski地毯。-Sierpinski fractal geometry in the algorithm design process, given the different recursive depth, drawing Sierpinski carpet. Platform: |
Size: 256000 |
Author:崔建富 |
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Description: 基于MATLAB平台的分形图形的模拟
本文介绍了分形几何中的Sierpinski地毯和Vicsek图形，讨论了MATLAB平台下采用向量化
编程技术绘制Sierpinski地毯和Vicsek图形的问题，并给出了向量化程序和运行结果。-MATLAB-based platform for the simulation of fractal graphics In this paper, fractal geometry of the Sierpinski carpet and Vicsek graphics, discussed under the MATLAB platform programming techniques used to quantify the Sierpinski carpet and Vicsek drawn graphics, and gives the procedure to quantify and operating results. Platform: |
Size: 216064 |
Author:张学利 |
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Description: 给定不同的递归深度，通过使用海绵算法，绘制Sierpinski地毯，在三维环境中按照画家算法绘制20个小立方体-Given the different recursion depth, by using the sponge method, drawing Sierpinski carpet, in the three-dimensional environment, according to Painter' s algorithm draw 20 small cubes Platform: |
Size: 1978368 |
Author:如花 |
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Description: 介绍各种形体的表示以及数据结构，实现包括Koch曲线和Koch雪花，Sierpinski地毯，L-S分形树的编程实现。-Introduced a variety of physical representation and data structure, to achieve, including Koch and Koch snowflake curve, Sierpinski carpet, LS Fractal Programming tree. Platform: |
Size: 3677184 |
Author:如花 |
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Description: 内含三维空间中的Sierpinski地毯源代码。双击test6.exe文件，程序运行；双击test6.cpp文件，进入编辑环境。-Three-dimensional space containing the source code Sierpinski carpet. Double-click test6.exe file, the program runs double test6.cpp documents to enter the editing environment. Platform: |
Size: 103424 |
Author:胡婷 |
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Description: Sierpinski地毯源代码。双击Debug下的sierpinski_dt.exe文件，程序运行；双击工程sierpinski_dt.dsw文件，进入编辑环境。-Sierpinski carpet source code. Double-click Debug under sierpinski_dt.exe files, the program runs double-click the project sierpinski_dt.dsw file into the editing environment. Platform: |
Size: 3245056 |
Author:liyong |
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Description: The theoretical foundation for the study of deterministic
hctal arrays is developed in Section 3 of this article. In particular,
a specialized pattern-multiplication theorem for fractal arrays is
introduced. Various types of fractal array configuration are also
considered in Section 3, including Cantor linear arrays and
Sierpinski carpet planar arrays. Finally, a more general and systematic
approach to the design of deterministic fractal arrays is
outlined in Section 4. This generalized approach is then used to
show that a wide variety of practical array designs may be recursively
constructed using Platform: |
Size: 1537024 |
Author:kartik |
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