1 citations · 1 across the 5 of their papers we have counts for
6 papers
A Gordon--Green-type result for Gorenstein-projective modules
A. M. Bouhada, M. Laaraj
Let \(Λ\) be a \(\Z\)-graded Artin algebra which is Iwanaga--Gorenstein. We prove that \(Λ\) is CM-finite if and only if the category of gradable Gorenstein-projective modules has…
Koszul duality for finite-dimensional absolutely Koszul algebras
A. M. Bouhada
Let \(Λ\) be a finite-dimensional Koszul algebra. Using a description of the linear part of minimal projective resolutions in terms of Koszul duality, we prove that \(Λ\) is absolu…
Koszul Duality for Coherent Sheaves
A. M. Bouhada
We establish a bounded derived Koszul duality for infinite-dimensional Koszul algebras and derive the corresponding singular Koszul duality. We then specialize this framework to tw…
A Non-graded Koszul Duality and Its Applications
A. M. Bouhada
Let \(Λ\) be a finite-dimensional Koszul algebra with Koszul dual \(Λ^!\). We establish derived Koszul dualities at the level of bounded derived categories, both in the graded sett…
A Representation theoretic perspective of Koszul theory
Ales Bouhada, Min Huang, Zetao Lin +1
We discover a new connection between Koszul theory and representation theory. Let $\La$ be a quadratic algebra defined by a locally finite quiver with relations. Firstly, we give a…
Koszul duality for non-graded derived categories
Ales Bouhada, Min Huang, Shiping Liu
We are concerned with relating derived categories of all modules of two dual Koszul algebras defined by a locally bounded quiver. We first generalize the well known Acyclic Assembl…