Functorial finite subcategories over triangular matrix rings
SO Smalø - Proceedings of the American Mathematical Society, 1991 - ams.org
Let $\Lambda $ and $\Gamma $ be Artin algebras, $ M $ a $\Gamma-\Lambda $-bimodule,
and $ R $ the triangular matrix ring of $\Lambda,\Gamma $, and $ M $; assume that $ R $ is …
and $ R $ the triangular matrix ring of $\Lambda,\Gamma $, and $ M $; assume that $ R $ is …
Functorial Finite Subcategories Over Triangular Matrix Rings
SO Smalø - Proceedings of the American Mathematical Society, 1991 - JSTOR
Let Λ and Γ be Artin algebras, M a Γ-Λ-bimodule, and R the triangular matrix ring of Λ, Γ, and
M; assume that R is also an Artin algebra. The R-modules are triples (U, V, f) where U is a Λ …
M; assume that R is also an Artin algebra. The R-modules are triples (U, V, f) where U is a Λ …
[PDF][PDF] FUNCTORIAL FINITE SUBCATEGORIES OVER TRIANGULAR MATRIX RINGS
SO SMAL - AMERICAN MATHEMATICAL SOCIETY, 1991 - scholar.archive.org
Let A and T be Artin algebras, M a VA-bimodule, and R the triangular matrix ring of A, T, and
M; assume that R is also an Artin algebra. The Ä-modules are triples (U, V, f) where U is a A …
M; assume that R is also an Artin algebra. The Ä-modules are triples (U, V, f) where U is a A …
[引用][C] Functorial finite subcategories over triangular matrix rings
SO SMALO - Proc. Amer. Math. Soc., 1991 - cir.nii.ac.jp