On n-FI-Injective and n-FI-Flat Modules
Z Gao - Communications in Algebra, 2012 - Taylor & Francis
Let R be a ring, na fixed non-negative integer and ℱℐ n (ℱ n) the class of all left (right) R-
modules of FP-injective (flat) dimension at most n. A left R-module M (resp., right R-module …
modules of FP-injective (flat) dimension at most n. A left R-module M (resp., right R-module …
On n-FI-Injective and n-FI-Flat Modules
Z Gao - Communications in Algebra, 2012 - ingentaconnect.com
Let R be a ring, na fixed non-negative integer and n (n) the class of all left (right) R-modules
of FP-injective (flat) dimension at most n. A left R-module M (resp., right R-module n) is …
of FP-injective (flat) dimension at most n. A left R-module M (resp., right R-module n) is …
[PDF][PDF] ON n-FI-INJECTIVE AND n-FI-FLAT MODULES
Z Gao - Communications in Algebra, 2012 - researchgate.net
Throughout this article, R is an associative ring with identity, and all modules are unitary. For
any left R-module M, FP-idR M and fdR M denote the FP-injective and flat dimensions …
any left R-module M, FP-idR M and fdR M denote the FP-injective and flat dimensions …