In this paper, prime and weakly prime subhypermodules of a hypermodule over a hyperring
are investigated. We provide some conditions to imply that they are identical. Moreover …

Let R be a hyperring (in the sense of [8]) andM be a hypermodule on R. In this paper we will
introduce and study a class of subhypermodules of M. We will study on intersection of this …

Let R be an (m, n)-hyperring and M be an (m, n)-hypermodule over R. We introduce and
study n-ary prime, primary and maximal subhypermodules of M. Also, Jacobson radical and …

‎ The existence link of $ n $-ary prime subhypermodules and $ n $-ary prime hyperideal in
$(m‎,‎ n) $-hyperrings is investigated by multiplication $(m‎,‎ n) $-hypermodules‎.‎ An $(m‎,‎ n) …

In this paper, we study commutative Krasner hyperrings with nonzero identity and nonzero
unital hypermodules. We introduce a new concept, the $\delta $-primary subhypermodule …

Burcu Nisancı Türkmen abstract: Let M be a hypermodule over a hyperring R such that the
intersection of any two subhypermodules of M is a subhypermodule of M. We introduce the …

In this paper we introduce and study multiplication (m, n)-hypermodules (with canonical (m,
n)-hypergroups) over a given Krasner (m, n)-hyperring. In this regards we introduce n-ary …

A hypermodule is a multivalued algebraic system satisfying the module like axioms. In this
paper, we construct quotient hypermodule. Let M be a hypermodule, N be a …

Research Paper A NEW APPROACH TO SMALLNESS IN HYPERMODULES 1. Introduction Let
R denote an arbitrary associative ring with ident Page 1 Algebraic Structures and Their …

The article is motivated by the recently published studies on injective and projective
hypermodules. We present here a new characterization of the normal injective …