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20182026
most cited-tilting finiteness of biserial algebras

1 citations · 1 across the 4 of their papers we have counts for

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math.RT2025

Infinite string bricks and Sturmian words over some gentle algebras

Mark Deaconu, Kaveh Mousavand, Charles Paquette

We study infinite string modules that are bricks over some gentle algebras. In particular, we first give a complete classification of these modules over the double-Kronecker gentle…

math.RT2025

On the bricks (Schur representations) of finite dimensional algebras

Kaveh Mousavand, Charles Paquette

This manuscript treats the diverse applications of bricks within modern representation theory and several related domains, and reviews the recent developments and new results on br…

math.RT2025

Brick-splitting Torsion Pairs and Left Modularity

Sota Asai, Osamu Iyama, Kaveh Mousavand +1

We introduce the notion of brick-splitting torsion pairs as a modern analogue and generalization of the classical notion of splitting torsion pairs. A torsion pair is called brick-…

math.RT2021

Minimal (-)tilting infinite algebras

Kaveh Mousavand, Charles Paquette

Motivated by a new conjecture on the behavior of bricks, we start a systematic study of minimal -tilting infinite algebras. In particular, we treat minimal -tilting infinite…

math.RT2019

-Tilting Finiteness of Non-distributive Algebras and their Module Varieties

Kaveh Mousavand

We treat the -tilting finiteness of those minimal representation-infinite (min-rep-infinite) algebras which are non-distributive. Building upon the new results of Bongartz, we f…

math.RT20191 cited

-tilting finiteness of biserial algebras

Kaveh Mousavand

In this paper we treat the -tilting finiteness of biserial (respectively special biserial) algebras over algebraically closed (respectively arbitrary) fields. Inside these famil…