论文标题
核熵零的多项式
Polynomials with core entropy zero
论文作者
论文摘要
本文以核心熵为零研究多项式。我们给出了多项式的几个特征，核心熵为零。特别是，我们表明，当且仅当f在D d d主分子中时，纯有限的多项式F学位的核心熵为零。特征定义了几量，这些数量测量了多项式与核心熵零的复杂性。我们表明这些措施都是可比的。
This paper studies polynomials with core entropy zero. We give several characterizations of polynomials with core entropy zero. In particular, we show that a degree d post-critically finite polynomial f has core entropy zero if and only if f is in the degree d main molecule. The characterizations define several quantities which measure the complexities of polynomials with core entropy zero. We show that these measures are all comparable.
