自相似分形集的不动点生成构造法

The Construction of Fixed Piont on Self-similar Sets

自相似分形集的构造在实际中没有一个行之有效的方法.针对一类自相似分形集的构造做了研究,提出了从自相似压缩映射的不动点集出发,可方便地构造其自相似分形集,并以Koch曲线为实例说明此方法.

There is no efficient methed to construct self - similar sets of fractal. We studied of a certain kind of self - similar sets and bring up a methed to construct the self - similar sets from the fised point of the self - similar eontraetine mapping. And we proned it using the example of Koch curre.