论文标题

超验药和整个功能的热力学形式主义和几何应用

Thermodynamic Formalism and Geometric Applications for Transcendental Meromorphic and Entire Functions

论文作者

Mayer, Volker, Urbanski, Mariusz

论文摘要

本文概述了(几何)热力学形式主义,用于先验性突出物质和整个功能,特别强调几何/分形方面,例如鲍恩的配方奶粉,表达了多余的尺寸,表达了多余的尺寸为唯一的压力功能的零零,而在分析家族中越过越过越过的extrave骨功能时,后者的行为和后者的行为。

This text provides an overview of the (geometric) thermodynamic formalism for transcendental meromorphic and entire functions with particular emphasis on geometric/fractal aspects such as Bowen's Formula expressing the hyperbolic dimension as a unique zero of a pressure function and the behavior of the latter when the transcendental functions vary in an analytic family.

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