23 citations · 31 across the 6 of their papers we have counts for
10 papers
Central Limit Theorems for Finitary Factors of iid Processes
Raimundo Briceño, Zemer Kosloff, Nicolò Paviato
We study statistical limit theorems for time-series generated by multidimensional random fields that are finitary factors of iid random processes. Based on the decay of the tail of…
Thermodynamic formalism for amenable groups and countable state spaces
Elmer R. Beltrán, Rodrigo Bissacot, Luísa Borsato +1
Given the full shift over a countable state space on a countable amenable group, we develop its thermodynamic formalism. First, we introduce the concept of pressure and, using tili…
Kieffer-Pinsker type formulas for Gibbs measures on sofic groups
Raimundo Briceño
Given a countable sofic group , a finite alphabet , a subshift , and a potential , we give sufficient conditions on and for expr…
Mixing properties of colorings of the lattice
Noga Alon, Raimundo Briceño, Nishant Chandgotia +2
We study and classify proper -colorings of the lattice, identifying three regimes where different combinatorial behavior holds: (1) When , there exist fr…
Dismantlability, connectedness, and mixing in relational structures
Raimundo Briceño, Andrei Bulatov, Victor Dalmau +1
The Constraint Satisfaction Problem (CSP) and its counting counterpart appears under different guises in many areas of mathematics, computer science, and elsewhere. Its structural…
An SMB approach for pressure representation in amenable virtually orderable groups
Raimundo Briceño
Given a countable discrete amenable virtually orderable group acting by translations on a -subshift and an absolutely summable potential , we present a…
Factoring onto subshifts with the finite extension property
Raimundo Briceño, Kevin McGoff, Ronnie Pavlov
We define the finite extension property for -dimensional subshifts, which generalizes the topological strong spatial mixing condition defined by Briceño (2016), and we prove tha…
Strong spatial mixing in homomorphism spaces
Raimundo Briceño, Ronnie Pavlov
Given a countable graph and a finite graph , we consider the set of graph homomorphisms from to $\mat…
Representation and poly-time approximation for pressure of lattice models in the non-uniqueness region
Stefan Adams, Raimundo Briceño, Brian Marcus +1
We develop a new pressure representation theorem for nearest-neighbour Gibbs interactions and apply this to obtain the existence of efficient algorithms for approximating the press…
The topological strong spatial mixing property and new conditions for pressure approximation
Raimundo Briceño
In the context of stationary nearest-neighbour Gibbs measures satisfying strong spatial mixing, we present a new combinatorial condition (the topological strong…