Mohmad E. Dahash
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View article: e-Prime Ideals of Commutative Rings
e-Prime Ideals of Commutative Rings Open
In this paper, all rings will be commutative with identity. We let ID(R) denote the set of all idempotents of R. In recent years, many generalizations of the concept of prime ideal have been studied such as weakly prime ideals \cite{Anders…
View article: Strongly Pseudo Nearly Semei-2-Absorbing Submodule(I)
Strongly Pseudo Nearly Semei-2-Absorbing Submodule(I) Open
Let be a module over a commutative ring with identity. In this paper we intoduce the concept of Strongly Pseudo Nearly Semi-2-Absorbing submodule, where a proper submodule of an -module is said to be Strongly Pseudo Nearly Semi-2-Absorbing…
View article: Strongly Pseudo Nearly Quasi-2-Absorbing Submodules(II)
Strongly Pseudo Nearly Quasi-2-Absorbing Submodules(II) Open
In this research, we presented the concept of Strongly Pseudo Nearly Quasi 2-Absorbing submodules . Which is a generalization of the concepts of 2-Absorbing and Quasi 2-Absorbing submodules and the ideal is not Strongly Pseudo Nearly Quasi…
View article: Strongly Pseudo Nearly Quasi-2-Absorbing Submodules(I)
Strongly Pseudo Nearly Quasi-2-Absorbing Submodules(I) Open
In this research, we presented the notion of Strongly Pseudo Nearly Quasi 2-Absorbing submodules . Which is a generalization of the notions of 2-Absorbing and Quasi 2-Absorbing submodules and stronger than the notions (Nearly 2-Absorbing, …
View article: Nearly Quasi Primary-2-Absorbing Submodules
Nearly Quasi Primary-2-Absorbing Submodules Open
Let be a nonzero unital left -module and be a commutative ring with nonzero identity. As a generalization of 2-Absorbing submodules, we provide the idea of Nearly Quasi Primary-2-Absorbing submodules in this article. As a proper submodule …