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jl-444
- 在vc环境下对koch雪花算法,mandlbrot分行算法的实现,可以交互选择迭代次数.-in vc environment right koch snowflakes algorithm, the algorithm mandlbrot branch realization can choose interactive iteration number.
fractal123
- 被誉为大自然的几何学的分形（Fractal）理论，是现代数学的一个新分支，但其本质却是一种新的世界观和方法论。它与动力系统的混沌理论交叉结合，相辅相成。它承认世界的局部可能在一定条件下。过程中，在某一方面（形态，结构，信息，功能，时间，能量等）表现出与整体的相似性，它承认空间维数的变化既可以是离散的也可以是连续的，因而拓展了视野。-Hailed as the nature of fractal geometry (Fractal) theory, modern mathematics is a
ifs_code
- 一种分行 还是比较复杂的 大家-a branch or complex we look at
fractaltree
- 使用Python绘制的树木源码，主要原理为使用分形画树干、树枝，最终叶节点上画上绿色圆圈代表树叶。 -Drawn using the Python source tree, the main principles for the use of fractal art stem, branch, leaf nodes and draw the final green circles represent leaves.
Fractal
- 这是关于分行的源代码，对基本分行图使用VC编程实现-This is the source code on the branch, the branch plans to use the basic VC Programming
8
- 生成规则：以如图8-27n＝2所示二叉树为基础，以每个分支为主树干，按照比例递归出另一个二叉树，如图8-27n＝3所示。依此类推，便形成了疏密有致的分形树，称为Caley树-Generated rules: in Figure 8-27n = 2 as shown is based on binary tree to each branch of the main trunk, in accordance with the proportion of another recursive bina
vrml
- 这是用java编写的分行图形很不错的，对于学习分行图形很有帮助-It is written in java branch of graphic is very good, very helpful for learning branch graph
komiv_3
- traveling salesman problem c + + branch and bound method
fenxing
- 分形(Fractal)是指具有自相似特性的现象、图像或者物理过程等。分形学诞生于1970年代中期，属于现代数学中的一个分支。-Fractal (Fractal) refers to the phenomenon of self-similar features, images, or physical processes. Fractal born in the mid-1970s, is a branch of modern mathematics.
DGSY
- An example is shown in the branch of the DTG(An example is to in the branch of the DTG)