Following the devastating COVID pandemic, a new global strategy is required to switch from
traditional education to blended or online learning method. Nevertheless, there is no …

In this paper, we introduce new expansion classes, namely weakly (k,n)-absorbing
hyperideals and weakly (k,n)-absorbing primary hyperideals of a Krasner (m,n)-hyperring …

Using a new definition, with respect to [21], for normal hyperideals in Krasner (m, n)-
hyperrings, we show that the corresponding quotient structures are (m, n)-rings. We prove …

The aim of this study is to extend the concept of normality of a subfuzzy hypermodule to
subfuzzy (m, n)-hypermodules. Hence, normal subfuzzy (m, n)-hypermodules of a fuzzy (m …

625 CLEAN MULTIPLICATIVE HYPERRINGS R. Ameri A. Kordi 1. Introduction The theory of
hyperstructures has been introduced by Marty Page 1 italian journal of pure and applied …

A generalization of n-ary prime subhypermodule Page 1 DOI: 10.2478/auom-2024-0031 An. oSt.
Univ. Ovidius Constanota Vol. 32(3),2024, 103–123 A generalization of n-ary prime …

In this paper, we extend the notion of prime subhypermodulesto $ n $-ary classical prime, $
n $-ary weakly classical prime and $ n $-ary $\phi $-classical prime subhypermodules of an …

In this paper, we extend the notion of prime subhypermodules to n-ary classical prime, n-ary
weakly classical prime and n-ary phi-classical prime subhypermodules of an (m, n) …

‎ 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, combining the notions of “belongingness” and “quasi coincidence” of fuzzy
points and fuzzy subsets, a new type of fuzzy subsemihypermodules, namely (∝,⋐ k)-fuzzy …