Module categories without short cycles are of finite type

D Happel, SP Liu - Proceedings of the American Mathematical Society, 1994 - ams.org
Let $ A $ be an artin algebra. An indecomposable finitely generated $ A $-module $ X $ is
said to be on a short cycle if there exists an indecomposable finitely generated $ A $-module …

Module Categories Without Short Cycles Are of Finite Type

D Happel, S Liu - Proceedings of the American Mathematical Society, 1994 - JSTOR
Let A be an artin algebra. An indecomposable finitely generated A-module X is said to be on
a short cycle if there exists an indecomposable finitely generated A-module Y and two …

[引用][C] Module categories without short cycles are of finite type

D HAPPEL, S LIU - Proceedings of the American Mathematical …, 1994 - pascal-francis.inist.fr
Module categories without short cycles are of finite type CNRS Inist Pascal-Francis CNRS
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[PDF][PDF] MODULE CATEGORIES WITHOUT SHORT CYCLES ARE OF FINITE TYPE

D HAPPEL, S LIU - american mathematical society, 1994 - community.ams.org
Let A be an artin algebra. An indecomposable finitely generated A-module X is said to be on
a short cycle if there exists an indecomposable finitely generated^-module Y and two …

[PDF][PDF] MODULE CATEGORIES WITHOUT SHORT CYCLES ARE OF FINITE TYPE

D HAPPEL, S LIU - american mathematical society, 1994 - scholar.archive.org
Let A be an artin algebra. An indecomposable finitely generated A-module X is said to be on
a short cycle if there exists an indecomposable finitely generated^-module Y and two …

[PDF][PDF] MODULE CATEGORIES WITHOUT SHORT CYCLES ARE OF FINITE TYPE

D HAPPEL, S LIU - american mathematical society, 1994 - scholar.archive.org
Let A be an artin algebra. An indecomposable finitely generated A-module X is said to be on
a short cycle if there exists an indecomposable finitely generated^-module Y and two …

[引用][C] Module categories without short cycles are of finite type

D HAPPEL, LIU SHIPING - … of the American …, 1994 - American Mathematical Society