An Auslander-type result for Gorenstein-projective modules
XW Chen - Advances in Mathematics, 2008 - Elsevier
An artin algebra A is said to be CM-finite if there are only finitely many, up to isomorphisms,
indecomposable finitely generated Gorenstein-projective A-modules. We prove that for a …
indecomposable finitely generated Gorenstein-projective A-modules. We prove that for a …
An Auslander-Type result for Gorenstein-projective modules
XW Chen - Advances in mathematics, 2008 - dialnet.unirioja.es
An artin algebra A is said to be CM-finite if there are only finitely many, up to isomorphisms,
indecomposable finitely generated Gorenstein-projective A-modules. We prove that for a …
indecomposable finitely generated Gorenstein-projective A-modules. We prove that for a …
An Auslander-type result for Gorenstein-projective modules
XW Chen - Advances in Mathematics, 2008 - infona.pl
An artin algebra A is said to be CM-finite if there are only finitely many, up to isomorphisms,
indecomposable finitely generated Gorenstein-projective A-modules. We prove that for a …
indecomposable finitely generated Gorenstein-projective A-modules. We prove that for a …
[PDF][PDF] An Auslander-type result for Gorenstein-projective modules
XW Chen - Advances in Mathematics, 2008 - core.ac.uk
An artin algebra A is said to be CM-finite if there are only finitely many, up to isomorphisms,
indecomposable finitely generated Gorenstein-projective A-modules. We prove that for a …
indecomposable finitely generated Gorenstein-projective A-modules. We prove that for a …
An Auslander-type result for Gorenstein-projective modules
XW Chen - arXiv, 2007 - dml.mathdoc.fr
An artin algebra $ A $ is said to be CM-finite if there are only finitely many, up to
isomorphisms, indecomposable finitely generated Gorenstein-projective $ A $-modules. We …
isomorphisms, indecomposable finitely generated Gorenstein-projective $ A $-modules. We …
[PDF][PDF] An Auslander-type result for Gorenstein-projective modules
XW Chen - Advances in Mathematics, 2008 - ustc.edu.cn
An artin algebra A is said to be CM-finite if there are only finitely many, up to isomorphisms,
indecomposable finitely generated Gorenstein-projective A-modules. We prove that for a …
indecomposable finitely generated Gorenstein-projective A-modules. We prove that for a …
An Auslander-type result for Gorenstein-projective modules
XW Chen - arXiv preprint arXiv:0709.3452, 2007 - arxiv.org
An artin algebra $ A $ is said to be CM-finite if there are only finitely many, up to
isomorphisms, indecomposable finitely generated Gorenstein-projective $ A $-modules. We …
isomorphisms, indecomposable finitely generated Gorenstein-projective $ A $-modules. We …
[PDF][PDF] AN AUSLANDER-TYPE RESULT FOR GORENSTEIN-PROJECTIVE MODULES
XWU CHEN - arXiv preprint arXiv:0709.3452, 2007 - Citeseer
An artin algebra A is said to be CM-finite if there are only finitely many, up to isomorphisms,
indecomposable finitely generated Gorenstein-projective A-modules. We prove that for a …
indecomposable finitely generated Gorenstein-projective A-modules. We prove that for a …
An Auslander-type result for Gorenstein-projective modules
XW Chen - arXiv e-prints, 2007 - ui.adsabs.harvard.edu
An artin algebra $ A $ is said to be CM-finite if there are only finitely many, up to
isomorphisms, indecomposable finitely generated Gorenstein-projective $ A $-modules. We …
isomorphisms, indecomposable finitely generated Gorenstein-projective $ A $-modules. We …