Gorenstein homological aspects of monomorphism categories via Morita rings

N Gao, C Psaroudakis - Algebras and Representation Theory, 2017 - Springer
In this paper we construct Gorenstein-projective modules over Morita rings with zero
bimodule homomorphisms and we provide sufficient conditions for such rings to be …
被引用次数：36 相关文章

Gorenstein Homological Aspects of Monomorphism Categories via Morita Rings.

N Gao, C Psaroudakis - Algebras & Representation Theory, 2017 - search.ebscohost.com
In this paper we construct Gorenstein-projective modules over Morita rings with zero
bimodule homomorphisms and we provide sufficient conditions for such rings to be …

Gorenstein homological aspects of monomorphism categories via Morita rings

N Gao, C Psaroudakis - arXiv preprint arXiv:1508.02843, 2015 - arxiv.org
For any ring R the category of monomorphisms is a full subcategory of the morphsim
category over R, where the latter is equivalent to the module category of the triangular matrix …

Gorenstein Homological Aspects of Monomorphism Categories via Morita Rings

N Gao, C Psaroudakis - Algebras and Representation Theory, 2016 - infona.pl
In this paper we construct Gorenstein-projective modules over Morita rings with zero
bimodule homomorphisms and we provide sufficient conditions for such rings to be …

Gorenstein homological aspects of monomorphism categories via Morita rings

N Gao, C Psaroudakis - arXiv e-prints, 2015 - ui.adsabs.harvard.edu
For any ring R the category of monomorphisms is a full subcategory of the morphsim
category over R, where the latter is equivalent to the module category of the triangular matrix …

[引用][C] Gorenstein Homological Aspects of Monomorphism Categories via Morita Rings

N Gao, C Psaroudakis - Algebras and representation theory, 2017 - Springer