论文标题
W. Thurston算法用于真正的二次理性地图
The W. Thurston Algorithm for Real Quadratic Rational Maps
论文作者
论文摘要
对具有实际关键点的实际二次图的研究，强调了使用指定组合的有效构建有限的图。我们讨论了瑟斯顿算法在受阻案件中的行为，并在一个特殊的行为不良的情况下，并提供了适当的模量空间的新描述。拓扑熵也有一个应用。
A study of real quadratic maps with real critical points, emphasizing the effective construction of critically finite maps with specified combinatorics. We discuss the behavior of the Thurston algorithm in obstructed cases, and in one exceptional badly behaved case, and provide a new description of the appropriate moduli spaces. There is also an application to topological entropy.
