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20162026
most citedGendo-symmetric algebras, dominant dimensions and Gorenstein homological algebra

9 citations · 36 across the 47 of their papers we have counts for

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Showing 2018Show all

7 papers · 1 filter

math.CO2018

A combinatorial classification of 2-regular simple modules for Nakayama algebras

Rene Marczinzik, Martin Rubey, Christian Stump

Enomoto showed for finite dimensional algebras that the classification of exact structures on the category of finitely generated projective modules can be reduced to the classifica…

math.RT2018

Co-Gorenstein algebras

Sondre Kvamme, Rene Marczinzik

We review the theory of Co-Gorenstein algebras, which was introduced by Beligiannis in the article "The Homological Theory of Contravariantly Finite Subcategories: Gorenstein Categ…

math.RT2018

On reflexive simple modules in Artin algebras

Rene Marczinzik

Let be an Artin algebra. It is well known that is selfinjective if and only if every finitely generated -module is reflexive. In this article we pose and motivate the qu…

math.RT2018

On monomial algebras having the double centraliser property

Rene Marczinzik

Let be a finite dimensional algebra having the double centraliser property with respect to a minimal faithful projective-injective left module for some idempotent . We…

math.RT2018

Gorenstein projective dimensions of modules over minimal Auslander-Gorenstein algebras

Shen Li, René Marczinzik, Shunhua Zhang

In this article we investigate the relations between the Gorenstein projective dimensions of -modules and their socles for minimal n-Auslander-Gorenstein algebras in the sen…

math.RT2018

On a conjecture about Morita algebras

Bernhard Boehmler, Rene Marczinzik

We give an example of a Morita algebra with a tilting module such that the algebra has dominant dimension at least two but is not a Morita algebra. This provides…