次可加函数列的Tail压
ail Pressure for Sub-additive Potentials
本文研究了次可加势函数的tail压的一些性质。主要是给出了次可加势函数的拓扑tail压的定义,在一定的假设下得到变分原理,从而说明了拓扑tail压和测度tail 熵之间的关系。此外,本文还给出了次可加势函数在紧的距离空间上关于不变测度的一个新的测度tail压的定义,并且得出它的一些相关性质。
his paper define the topological tail pressure for sub-additive potentials and, under some assumptions, get a variational principle which exhibits the relationship between topological tail pressure and measure-theoretic tail entropy. Then, this paper definea new measure-theoretic tail pressure for invariant measures of sub-additive potentials on a compact metric space and an interesting property of it is obtained.
彭京兰、周云华
数学
动力系统拓扑tail压变分原理次可加势函数列
dynamical systemtopological tail pressurevariational principlesub-additive potential
彭京兰,周云华.次可加函数列的Tail压[EB/OL].(2016-12-27)[2025-08-19].http://www.paper.edu.cn/releasepaper/content/201612-526.点此复制
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