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math-ph2023
Gibbs Measures on Multidimensional Spaces. Equivalences and a Groupoid Approach
Rodrigo Bissacot, Bruno Hideki Fukushima-Kimura, Rafael Pereira Lima +1
We consider some of the main notions of Gibbs measures on subshifts introduced by different communities, such as dynamical systems, probability, operator algebras, and mathematical…
math-ph2021
Thermodynamic Formalism for Generalized Countable Markov Shifts
Thiago Raszeja
Countable Markov shifts, denoted by for a 0-1 infinite matrix , are central objects in symbolic dynamics and ergodic theory. R. Exel and M. Laca introduced the correspondi…
math-ph2018★ 1 cited
Thermodynamic Formalism for Generalized Markov Shifts on Infinitely Many States
Rodrigo Bissacot, Ruy Exel, Rodrigo Frausino +1
Given a 0-1 infinite matrix and its countable Markov shift , one of the authors and M. Laca have introduced a kind of {\it generalized countable Markov shift} $X_A=Σ_A \cu…