Finiteness of representation dimension

O Iyama - Proceedings of the american mathematical society, 2003 - ams.org
FINITENESS OF REPRESENTATION DIMENSION M. Auslander introduced a concept of
representation dimension of artin algebras in [A], w Page 1 PROCEEDINGS OF THE …

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O IYAMA - AMERICAN MATHEMATICAL SOCIETY - math.uni-bielefeld.de
We will show that any module over an artin algebra is a direct summand of some module
whose endomorphism ring is quasi-hereditary. As a conclusion, any artin algebra has a …

[引用][C] Finiteness of representation dimension

O Iyama - Proceedings of the American Mathematical Society, 2002 - dialnet.unirioja.es

[引用][C] Finiteness of representation dimension

O IYAMA - Proceedings of the American Mathematical Society, 2003 - pascal-francis.inist.fr
Finiteness of representation dimension CNRS Inist Pascal-Francis CNRS Pascal and
Francis Bibliographic Databases Simple search Advanced search Search by classification …

[引用][C] Finiteness of Representation dimension

O IYAMA - Proc. Amer. Math. Soc., 2003 - cir.nii.ac.jp

[PDF][PDF] FINITENESS OF REPRESENTATION DIMENSION

O IYAMA - AMERICAN MATHEMATICAL SOCIETY - scholar.archive.org
We will show that any module over an artin algebra is a direct summand of some module
whose endomorphism ring is quasi-hereditary. As a conclusion, any artin algebra has a …

Finiteness of Representation Dimension

O Iyama - Proceedings of the American Mathematical Society, 2003 - JSTOR
Finiteness of Representation Dimension Page 1 PROCEEDINGS OF THE AMERICAN
MATHEMATICAL SOCIETY Volume 131, Number 4, Pages 1011-1014 S 0002-9939(02)06616-9 …

[PDF][PDF] FINITENESS OF REPRESENTATION DIMENSION

O IYAMA - AMERICAN MATHEMATICAL SOCIETY - community.ams.org
We will show that any module over an artin algebra is a direct summand of some module
whose endomorphism ring is quasi-hereditary. As a conclusion, any artin algebra has a …

FINITENESS OF REPRESENTATION DIMENSION

O Iyama - 2008 - www-users.mat.umk.pl
Proof. We prove the claim by induction on n− m. Without loss of generality we may assume
that X is indecomposable. If n= m, then the claim is obvious, thus assume that n> m. Let i …

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O IYAMA - AMERICAN MATHEMATICAL SOCIETY - researchgate.net
We will show that any module over an artin algebra is a direct summand of some module
whose endomorphism ring is quasi-hereditary. As a conclusion, any artin algebra has a …