2 papers
math.DS2023
Phase transitions for transitive local diffeomorphism with break points on the circle and Holder continuous potentials
Thiago Bomfim, Afonso Fernandes
It is known that if is a transitive -local diffeomorphism non-invertible and non-uniformly expanding, then there is a unique…
math.DS2022
From thermodynamic and spectral phase transitions to multifractal analysis
Thiago Bomfim, Victor Carneiro, Afonso Fernandes
It is known that all uniformly expanding or hyperbolic dynamics have no phase transition with respect to Hölder continuous potentials. In \cite{BC21}, is proved that for all transi…