most citedDoob equivalence and non-commutative peaking for Markov chains

3 citations · 3 across the 1 of their papers we have counts for

collaborators

5 papers

math.RA2024

Unital aligned shift equivalence and the graded classification conjecture for Leavitt path algebras

Kevin Aguyar Brix, Adam Dor-On, Roozbeh Hazrat +1

We prove that a unital shift equivalence induces a graded isomorphism of Leavitt path algebras when the shift equivalence satisfies an alignment condition. This yields another step…

math.OA20193 cited

Doob equivalence and non-commutative peaking for Markov chains

Xinxin Chen, Adam Dor-On, Langwen Hui +2

In this paper we show how questions about operator algebras constructed from stochastic matrices motivate new results in the study of harmonic functions on Markov chains. More prec…

math.OA2019

Classification of irreversible and reversible Pimsner operator algebras

Adam Dor-On, Søren Eilers, Shirly Geffen

Since their inception in the 30's by von Neumann, operator algebras have been used in shedding light in many mathematical theories. Classification results for self-adjoint and non-…

math.OA2018

All finite transitive graphs admit self-adjoint free semigroupoid algebras

Adam Dor-On, Christopher Linden

In this paper we show that every non-cycle finite transitive directed graph has a Cuntz-Krieger family whose WOT-closed algebra is . This is accomplished through a…

math.OA2018

Operator algebras for higher rank analysis and their application to factorial languages

Adam Dor-On, Evgenios T. A. Kakariadis

We study strong compactly aligned product systems of over a C*-algebra . We provide a description of their Cuntz-Nica-Pimsner algebra in terms of tractable rela…