Let R be a commutative ring with 1≠ 0. Recall that a proper ideal I of R is called a 2-
absorbing ideal of R if a, b, c∈ R and abc∈ I, then ab∈ I or ac∈ I or bc∈ I. A more general …

On Baer filters of bounded distributive lattices 1. Introduction Page 1 Quasigroups and Related
Systems 32 (2024), 1 - 20 https://doi.org/10.56415/qrs.v32.01 On Baer filters of bounded …

In this paper, we introduce the concepts of-2-absorbing primary subsemimodules over
commutative semirings. Let R be a commutative semiring with identity and M be an R …

In this paper, we introduce the concepts of φ-2-absorbing primary subsemimodules over
commutative semirings. Let R be a commutative semiring with identity and M be an R …

In this article, we introduce ϕ-1-absorbing primary submodules of modules over
commutative rings. Let R be a commutative ring with a nonzero identity and M be a nonzero …

Let R be a commutative semiring with nonzero identity and M an R-semimodule. In this
paper, we introduce the concept of ϕ-primal subsemimodule of M that is a generalization of …

Let $\phi: S (M)\rightarrow S (M)\cup\left\lbrace\emptyset\right\rbrace $ be a function where $
S (M) $ is the set of all submodules of $ M $. In this paper, we extend the concept of $\phi …