论文标题
Hénon地图的关键基因座
Critical locus for Hénon maps in an HOV region
论文作者
论文摘要
我们证明，对于复杂的Hénon图的临界基因座的表征是二次多项式的小扰动，而firsova给出的二次多项式的julia套件与复杂的马蹄铁基因座的较大的HOV样区域保持在更大的HOV样区域。本文的技术是非扰动的。
We prove that the characterization of the critical locus for complex Hénon maps that are small perturbations of quadratic polynomials with disconnected Julia sets given by Firsova holds in a much larger HOV-like region from the complex horseshoe locus. The techniques of this paper are non-perturbative.
