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Sierpinski_1
- 本程序利用迭代递归算法实现，可以画出正三角形构成的Sierpinski垫片，输入条件为正三角形的中心坐标和边长。-the iterative procedure recursive algorithm, sense regular triangle constitutes the Sierpinski gasket, import conditions for the regular triangle coordinates of the center and side length.
seripinski_2
- 本程序利用迭代递归算法可以绘制任意三角形的Sierpinski垫片，包括不是正三角形的，输入条件为三角形三个顶点的坐标。-the iterative procedure recursive algorithm can draw arbitrary triangular Sierpinski gasket, not including the regular triangle, the conditions for the importation of three vertices of the
sierpinski_dt
- 利用分形中的迭代和递归算法实现Sierpinski地毯，程序简单易懂，改动程序中的n值即可控制递归次数。-use fractal iterative and recursive algorithm Sierpinski gasket, procedures simplified, changes to the procedures used for the control of n number of recursive.
graphics.rar
- 分形树、Sierpinski垫片C程序、Mandlbrot集图形、Koch曲线C程序,Tree fractal, Sierpinski gasket C procedures, Mandlbrot graphics set, Koch curve C program
fractalanimationpractice
- 几种分形动画制作，包括1.摇摆的分形树，2.生长的sierpinski垫片，3.摇摆的sierpinski垫片，4.旋转的万花筒，5.变形的芦苇-Several fractal animation, including 1. Fractal tree swing, 2. The growth of Sierpinski gasket, 3. Sway the Sierpinski gasket, 4. Rotating kaleidoscope, 5. Deformation reed
iphoneSierpinski
- iphone上的Sierpinski分形, 用来学习IPHONE OBJECTIVE C编程, 如UIImageViews-The Sierpinski triangle, also called the Sierpinski gasket or the Sierpinski Sieve, is a fractal named after Sierpinski who described it in 1915. Originally constructed as a curve, this is
gasket
- Program to recursively subdivide a tetrahedron to from 3D Sierpinski gasket. The number of recursive steps is to be specified by the user-Program to recursively subdivide a tetrahedron to from 3D Sierpinski gasket. The number of recursive steps is t
Sierpinski
- 计算机图形学中有关分形的一个有趣的程序——Sierpinski gasket of Russia。我调试过了，很好看的一个镂空的大三角，哇塞，不错不错！-The fractal computer graphics an interesting program- Sierpinski gasket of Russia. I debugged, and good to see a large hollow triangle, Wow, good good!
Sierpinski_IFS
- 分型算法 IFS生成的Sierpinski垫片-Classification algorithm generated Sierpinski gasket IFS
fractal-algorithm-_-base
- 内含Cantor三分集,Koch曲线,Koch雪花源Arboresent,Sierpinski垫片,Hilbert—Peano曲线,Hilbert—Peano曲线等源代码 -Contains Cantor ternary set, Koch curve, the Koch snowflake source Arboresent, the Sierpinski gasket, Hilbert-Peano curve, Hilbert-Peano curve source code