… −2),M). Here, we intend to study and analyze the multiplication (m, n)-hypermodules…
We study primary subhypermodules in the context of multiplication (m, n)-hypermodules. …

… some important results of the multiplications (m, n)hypermodule. In section 4… M is a
multiplication hypermodule over R then there exists some hyperideal I of R such that N = g(I, 1(n−2),M…

… ) -hypergroups) over a given Krasner ( m , n ) -hyperring. In this regards we introduce n -ary
prime subhypermodules of an ( m , n ) -hypermodule M . Also, we investigate radical and …

… a subfuzzy hypermodule to subfuzzy (m, n)-hypermodules. Hence, … n-ary hypergroups and
(m, n)hyperrings in [24]. Motivated by it, as a generalization of normal subfuzzy hypermodules …

… Then, we study fundamental F (m, n) -hyperrings. Also, we define F (m, n) -hypermodules
over F (m, n) -… Finally, fundamental relations on F (m, n) -hypermodules are discussed. …

… Then, it is easy to check that (A,+,∗) is a Krasner hyperring, and A and B are also A-hypermodule
with the external multiplication ∗. Let ϕ : B → A with ϕ(1) = ϕ(−1) = 0 and ϕ(0) = 0. …

… Moreover if we consider the operation ·Z as the normal multiplication in Z, then (Z, ⊕, ·Z)
is a commutative Krasner hyperring with the unit element 1. Suppose now that (G, +G) is an …

… If only the addition + is a hyperoperation and the multiplication · is a usual operation, then
we say that R is an additive hyperring. A special case of this type is the hyperring introduced …

… multiplication Krasner hypermodules over commutative hyperrings and topologize the collection
of all multiplication Krasner hypermodules. … concept of multiplication hypermodules over …

… hypermodule R/P containing only one maximal hyperideal N and having finite length is the
singleton {N}… under the multiplication defined by r(m + N) = rm + N. (This is called the quotient …