Some remarks on generalizations of classical prime submodules
M Zolfaghari, MH Moslemi Koopaei - Algebraic Structures and Their …, 2019 - as.yazd.ac.ir
Let $ R $ be a commutative ring with identity and $ M $ be a unitary $ R $-module. Suppose
that $\phi: S (M)\rightarrow S (M)\cup\lbrace\emptyset\rbrace $ be a function where $ S (M) …
that $\phi: S (M)\rightarrow S (M)\cup\lbrace\emptyset\rbrace $ be a function where $ S (M) …
[PDF][PDF] SOME REMARKS ON GENERALIZATIONS OF CLASSICAL PRIME SUBMODULES
M ZOLFAGHARI, MHM KOOPAEI - sid.ir
Let R be a commutative ring with identity and M be a unitary R-module. Suppose that φ: S
(M)→ S (M)∪{∅} be a function where S (M) is the set of all submodules of M. A proper …
(M)→ S (M)∪{∅} be a function where S (M) is the set of all submodules of M. A proper …
[PDF][PDF] SOME REMARKS ON GENERALIZATIONS OF CLASSICAL PRIME SUBMODULES
M ZOLFAGHARI, MHM KOOPAEI - as.yazd.ac.ir
Let R be a commutative ring with identity and M be a unitary R-module. Suppose that φ: S
(M)→ S (M)∪{∅} be a function where S (M) is the set of all submodules of M. A proper …
(M)→ S (M)∪{∅} be a function where S (M) is the set of all submodules of M. A proper …
[PDF][PDF] SOME REMARKS ON GENERALIZATIONS OF CLASSICAL PRIME SUBMODULES
M ZOLFAGHARI, MHM KOOPAEI - sid.ir
Let R be a commutative ring with identity and M be a unitary R-module. Suppose that φ: S
(M)→ S (M)∪{∅} be a function where S (M) is the set of all submodules of M. A proper …
(M)→ S (M)∪{∅} be a function where S (M) is the set of all submodules of M. A proper …