有理函数的拓扑正则化
Topological regluing of rational functions
摘要：
重调是一种拓扑操作，它有助于在某些双曲分量的边界上构造有理函数的拓扑模型。它也有一个全纯解释，具有无穷维Thurston-Teichmüller理论的味道。我们将讨论一个拓扑理论，并追踪一个全纯理论可以发展的方向。
英文摘要：
Regluing is a topological operation that helps to construct topological models for rational functions on the boundaries of certain hyperbolic components. It also has a holomorphic interpretation, with the flavor of infinite dimensional Thurston--Teichmüller theory. We will discuss a topological theory of regluing, and trace a direction in which a holomorphic theory can develop.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
