On weakly prime submodules
SE Atani, F Farzalipour - Tamkang Journal of Mathematics, 2007 - journals.math.tku.edu.tw
Let $ R $ be a commutative ring with non-zero identity. We define a proper submodule $ N $
of an $ R $-module $ M $ to be weakly prime if $0\not= rm\in N $($ r\in R, m\in M $) implies …
of an $ R $-module $ M $ to be weakly prime if $0\not= rm\in N $($ r\in R, m\in M $) implies …
[PDF][PDF] ON WEAKLY PRIME SUBMODULES
SE ATANI, F FARZALIPOUR - TAMKANG JOURNAL …, 2007 - pdfs.semanticscholar.org
ON WEAKLY PRIME SUBMODULES S. EBRAHIMI ATANI AND F. FARZALIPOUR 1.
Introduction Throughout this paper R will denote a commutativ Page 1 TAMKANG JOURNAL …
Introduction Throughout this paper R will denote a commutativ Page 1 TAMKANG JOURNAL …
[PDF][PDF] ON WEAKLY PRIME SUBMODULES
SE ATANI, F FARZALIPOUR - TAMKANG JOURNAL OF …, 2007 - scholar.archive.org
ON WEAKLY PRIME SUBMODULES S. EBRAHIMI ATANI AND F. FARZALIPOUR 1.
Introduction Throughout this paper R will denote a commutativ Page 1 TAMKANG JOURNAL …
Introduction Throughout this paper R will denote a commutativ Page 1 TAMKANG JOURNAL …