info:eu-repo/semantics/article
On a multifractal pressure for suspension flows
Fecha
2020-07-29Registro en:
Meson, Alejandro Mario; Vericat, Fernando; On a multifractal pressure for suspension flows; Taylor & Francis Ltd; Journal of Dynamical Systems and Geometric Theories; 18; 1; 29-7-2020; 131-144
1726-037X
2169-0057
CONICET Digital
CONICET
Autor
Meson, Alejandro Mario
Vericat, Fernando
Resumen
In a previous article [JDSGT 17, 267-295, 2019] we have extended to countable shifts the notion of multifractal pressure previuosly introduced by Olsen [J. d´ Analyse Math 131, 207-253, 2017]. This kind of pressure is defined by considering in the ”partition function” only those configurations which are ”multifractally relevant”. In this article we continue working in this direction and consider a pressure of this nature, but for suspension flows over countable shifts.