Leau-Fatou's flow and Hausdorff's dimension
- 作者：Zinsmeister ; Michel
- 刊名：Comptes Rendus de l'Academie des Sciences Series I Mathematics
- 出版年：1998
- 期刊代码：10_07644442
- 类别：mt
- 出版时间：May, 1998
- 卷：326
- 期：10
- 页码：1227-1232
- 文件大小：310 K
摘要
We show that after a parabolic implosion, the dimension of a quadratic parabolic Julia set with q petals becomes > 2q/(q + 1); a new proof of Shishikura's theorem follows.