Stable equivalence of Artin algebras

JS Hsia, ML Madan, TG Ralley, M Auslander… - Proceedings of the …, 1973 - Springer
INTRODUCTION. An artin algebra is an Artin ring which is a finitely generated module over
its center R, which is also an Artin ring. For an Artin algebra A we denote by mod (A) the …
被引用次数：147 相关文章

Stable equivalence of Artin algebras¹

M Auslander, I Reiten - Selected Works of Maurice Auslander, 1999 - books.google.com
An Artin algebra is an Artin ring which is a finitely generated module over its center R, which
is also an Artin ring. For an Artin algebra A we denote by mod (A) the category of finitely …

[引用][C] Stable equivalence of artin algebras

M Auslander, I Reiten - Proceedings of the Conference on Orders …, 1973 - cir.nii.ac.jp

STABLE~ EQUIVALENCE OF ARTIN ALGEBRAS

M Auslander, I Reiten - on Orders, Group Rings and Related Topics, 1973 - Springer
INTRODUCTION. An artin algebra is an Artin ring which is a finitely generated module over
its center R, which is also an Artin ring. For an Artin algebra A we denote by mod (A) the …

[引用][C] Stable equivalence of artin algebras

M Auslander, I Reiten - Proceedings of the Conference on Orders, Group … - infona.pl
Stable equivalence of artin algebras × Close The Infona portal uses cookies, ie strings of text
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STABLE EQUIVALENCE OF ARTIN ALGEBRAS

M Auslander, I Reiten - … of the Conference on Orders, Group …, 2006 - books.google.com
Λ associated to mod (A). The objects of mod (A are the same as the objects of mod (A),
denoted by M And the morphisms are given by Hom (M, N)= Hom (M, N)/U (M, N), where U …

[引用][C] Stable equivalence of artin algebras

M Auslander, I Reiten - Proceedings of the Conference on Orders, Group …, 1973 - Springer