activity
20022026
most citedEntropy and the variational principle for actions of sofic groups

110 citations · 362 across the 50 of their papers we have counts for

collaborators

52 papers

math.DS2026

On the denseness of distal points

Su Gao, Hanfeng Li, Ruiwen Li

We give an answer to a question of Xu and Ye (Disjointness with all minimal systems under group actions, to appear in Israel J. Math., arxiv:2212.07830) on the denseness of distal…

math.DS2022★ 1 cited

Entropy, virtual Abelianness, and Shannon orbit equivalence

David Kerr, Hanfeng Li

We prove that if two free p.m.p. -actions are Shannon orbit equivalent then they have the same entropy. The argument also applies more generally to yield the same concl…

math.OA2022

Malcolmson semigroups

Tsz Fun Hung, Hanfeng Li

Inspired by the construction of the Cuntz semigroup for a C*-algebra, we introduce the matrix Malcolmson semigroup and the finitely presented module Malcolmson semigroup for a unit…

math.DS2021

Bernoullicity of lopsided principal algebraic actions

Hanfeng Li, Kairan Liu

We show that the principal algebraic actions of countably infinite groups associated to lopsided elements in the integral group ring satisfying some orderability condition are Bern…

math.DS2021★ 4 cited

Expansive actions with specification of sofic groups, strong topological Markov property, and surjunctivity

Tullio Ceccherini-Silberstein, Michel Coornaert, Hanfeng Li

A dynamical system is a pair , where is a compact metrizable space and is a countable group acting by homeomorphisms of . An endomorphism of is a continuo…

math.RA2020★ 4 cited

Sylvester rank functions for amenable normal extensions

Baojie Jiang, Hanfeng Li

We introduce a notion of amenable normal extension S of a unital ring R with a finite approximation system F, encompassing the amenable algebras over a field of Gromov and Elek, th…