Slightly (m, n)-coherent rings and (m, n)-homological dimensions
R Zhao, R Li - Communications in Algebra, 2020 - Taylor & Francis
Let R be a ring and m, n two fixed positive integers. In this article, R is defined to be left
slightly (m, n)-coherent if each n-generated submodule of the left R-module Rm is (m, n) …
slightly (m, n)-coherent if each n-generated submodule of the left R-module Rm is (m, n) …
[PDF][PDF] Slightly (m, n)-coherent rings and (m, n)-homological dimensions
R Zhao, R Li - researchgate.net
Let R be a ring and m, n two fixed positive integers. In this article, R is defined to be left
slightly (m, n)-coherent if each n-generated submodule of the left R-module Rm is (m, n) …
slightly (m, n)-coherent if each n-generated submodule of the left R-module Rm is (m, n) …
Slightly (m, n)-coherent rings and (m, n)-homological dimensions
R Zhao, R Li - Communications in Algebra, 2020 - ingentaconnect.com
Let R be a ring and m, n two fixed positive integers. In this article, R is defined to be left
slightly (m, n)-coherent if each n-generated submodule of the left R-module Rm is (m, n) …
slightly (m, n)-coherent if each n-generated submodule of the left R-module Rm is (m, n) …