Module categories with infinite radical cube zero
FU Coelho, EN Marcos, HA Merklen, A Skowroński - Journal of Algebra, 1996 - Elsevier
LetAbe an artin algebra and let modAdenote the category of finitely generated rightA-
modules. We denote by rad (modA) the ideal in modAgenerated by all non-invertible …
modules. We denote by rad (modA) the ideal in modAgenerated by all non-invertible …
[PDF][PDF] MODULE CATEGORIES WITH INFINITE RADICAL CUBE ZERO
FU Coelho, EN Marcos, HA Merklen - ime.usp.br
Let A be an artin algebra and let modA denote the category of finitely generated right A-
modules. We denote by rad (modA) the ideal in modA generated by all non-invertible …
modules. We denote by rad (modA) the ideal in modA generated by all non-invertible …
[PDF][PDF] On the module categories with infinite radical cube zero
FU Coelho - 1993 - repositorio.usp.br
This is a report of a joint work with E. Marcos, H. Merklen and A. Skowroóski. Let A be an
artin algebra over a commutative ring R, that is, A is an R-algebra which is finitely generated …
artin algebra over a commutative ring R, that is, A is an R-algebra which is finitely generated …
[PDF][PDF] Module Categories with Infinite Radical Cube Zero
FU Coelho, EN Marcos, HA Merklen… - JOURNAL OF …, 1996 - academia.edu
Ž. whose categories mod A have rad mod A nilpotent. It is known that if A is a finite
dimensional algebra over an algebraically closed field such that Ž. rad mod A is nilpotent …
dimensional algebra over an algebraically closed field such that Ž. rad mod A is nilpotent …
[PDF][PDF] Module Categories with Infinite Radical Cube Zero
FU Coelho, EN Marcos, HA Merklen… - JOURNAL OF …, 1996 - core.ac.uk
Ž. whose categories mod A have rad mod A nilpotent. It is known that if A is a finite
dimensional algebra over an algebraically closed field such that Ž. rad mod A is nilpotent …
dimensional algebra over an algebraically closed field such that Ž. rad mod A is nilpotent …
Module Categories with Infinite Radical Cube Zero
FU Coelho, EN Marcos, HA Merklen, A Skowroński - Journal of Algebra, 1996 - infona.pl
LetAbe an artin algebra and let modAdenote the category of finitely generated rightA-
modules. We denote by rad (modA) the ideal in modAgenerated by all non-invertible …
modules. We denote by rad (modA) the ideal in modAgenerated by all non-invertible …
[PDF][PDF] ON THE MODULE CATEGORIES WITH INFINITE RADICAL CUBE ZERO
FU COELHO - repositorio.usp.br
This is a report of a joint work with E. Marcos, H. Merklen and A. Skowroóski. Let A be an
artin algebra over a commutative ring R, that is, A is an R-algebra which is finitely generated …
artin algebra over a commutative ring R, that is, A is an R-algebra which is finitely generated …