activity
20012024
most citedTame-wild dichotomy for derived categories

16 citations · 20 across the 8 of their papers we have counts for

collaborators

11 papers

math.RT2024

Projective resolutions of simple modules and Hochschild cohomology for incidence algebras

Viktor Bekkert, John William MacQuarrie, Júlio Marques

We give a practical, algorithmic method to calculate minimal projective resolutions of simple modules for a finite dimensional incidence -algebra , where is a field. We a…

math.RT2019

Derived tame Nakayama algebras

Viktor Bekkert, Hernan Giraldo, Jose A. Velez-Marulanda

We determine the derived representation type of Nakayama algebras and prove that a derived tame Nakayama algebra without simple projective module is gentle or derived equivalent to…

math.RT2017

Universal Deformation Rings of Finitely Generated Gorenstein-Projective Modules over Finite Dimensional Algebras

Viktor Bekkert, Hernan Giraldo, Jose Velez-Marulanda

Let be a field of arbitrary characteristic, let be a finite dimensional -algebra, and let be a finitely generated -module. F. M. Bleher and the…

math.RT2016

On Singular Equivalences of Morita Type and Universal Deformation Rings for Gorenstein Algebras

Viktor Bekkert, Hernan Giraldo, Jose A. Velez-Marulanda

Let be a finite-dimensional algebra over a fixed algebraically closed field of arbitrary characteristic, and let be a finitely generated -module. It follows…

math.RT2011

New Irreducible Modules for Heisenberg and Affine Lie Algebras

Viktor Bekkert, Georgia Benkart, Vyacheslav Futorny +1

We study -graded modules of nonzero level with arbitrary weight multiplicities over Heisenberg Lie algebras and the associated generalized loop modules over affine Kac-M…

math.RT2008

Derived categories for algebras with radical square zero

Viktor Bekkert, Yuriy Drozd

We determine the derived representation types of algebras with radical square zero and give a description of the indecomposable objects in their bounded derived categories.