2 citations · 3 across the 6 of their papers we have counts for
6 papers
Subdiagrams and invariant measures for generalized Bratteli diagrams
Sergey Bezuglyi, Palle Jorgensen, Olena Karpel +2
The results of this paper contribute to the study of invariant measures of Borel dynamical systems that can be modeled using generalized Bratteli diagrams. In this context, we stud…
Extendable Shift Maps and the Canonical Map on Generalized Countable Markov Shifts
Rodrigo Bissacot, Iván Diaz-Granados, Thiago Raszeja
We obtain an operator-algebraic characterization of when the shift map can be continuously extended from a standard countable Markov shift to its generalized countable Markov…
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…
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…
Quasi-invariant measures for generalized approximately proper equivalence relations
R. Bissacot, R. Exel, R. Frausino +1
We introduce a generalization of the notion of approximately proper equivalence relations studied by Renault and with it we build an étale groupoid. Choosing a suitable set of cont…
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…