IFS在Sierpinski三角生成过程中两个问题的研究

Two Question Research on Sierpinski Triangle Generation Process by IFS

迭代函数系统(IFS)是分形图形的重要构图方法,利用仿射变换建立几何对象各部分之间和整体与局部之间的联系。针对IFS迭代的初始点集和迭代规则的仿射变换两个问题,以Sierpinski三角为例,进行分析试验,得出有价值的结论。

Iteration function system（IFS） is one important fractal figure composition method,it uses the affined transformation establish relations.between parts of the geometry object,between overall and partial and also.We propose two ideas in generating fractal process by IFS method,and have carried on the analysis,have done experiment taking the Sierpinski triangle as the example,then draws the conclusions.