Results 11 to 20 of about 2,302,694 (73)
In this paper the authors carry on the analysis of cyclic, complete hypergroups, which they had begun in a precedent pater [13]. They investigate especially the "cyclity" and characterize better its role in the theory. They obtain several results which, in particular those regarding the classes of isomorphisms, the combinatorial look comes out.
DE SALVO, Mario, D. Freni
core +5 more sources
A Lagrange theorem for a complete finite hypergroup is proved. By using it, the author determines the structure of complete finite hypergroups with order a multiple of q , 2≤q≤5 .
DE SALVO, Mario
openaire +2 more sources
Enumeration of Rosenberg hypergroups [PDF]
The aim of this paper is to introduce the notion of general mutually associative hypergroups and to give some properties of the hypergroups associated with binary relations related to these notions.
Irina Cristea, Morteza Jafarpour
exaly +2 more sources
The Reducibility Concept in General Hyperrings
By using three equivalence relations, we characterize the behaviour of the elements in a hypercompositional structure. With respect to a hyperoperation, some elements play specific roles: their hypercomposition with all the elements of the carrier set ...
Irina Cristea, Milica Kankaraš
doaj +1 more source
On nilponent hypergroups [PDF]
In this paper, we establish the theory of nilpotent hypergroups and study some properties of nilpotent hypergroups and provided some structural characterizations of nilpotent ...
Guo, Wenbin, Zhang, Chi
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Symmetries in the context of hypergroups and their generalizations are closely related to the algebraic structures and transformations that preserve certain properties of hypergroup operations. Symmetric LA-hypergroups are indeed commutative hypergroups.
Muhammad Gulistan +3 more
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Hv-module of functions over Hv-ring of arithmetics and it’s fundamental module
After introducing the definition of hypergroups by Marty, the study of hyperstructures and its connections with other fields has been of great importance. In this paper, we continue the investigation between hyperstructure theory and number theory.
Al Tahan M., Davvaz B.
doaj +1 more source
Bu tezin genel amacı devirli hipergrupların alt hipergruplarının özelliklerini araştırmaktır. Çalışma üç ana bölümden oluşmaktadır. Birinci bölümde devirli hipergruplar üzerine literatürde bulunan çalışmalara yer verilmiştir.
Erol, Sümeyye
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(Intuitionistic) Fuzzy Grade of a Hypergroupoid: A Survey of Some Recent Researches
This paper aims to present a short survey on two numerical functions determined by a hypergroupoid, called the fuzzy grade and the intuitionistic fuzzy grade of a hypergroupoid.
Irina Cristea
doaj
A fuzzy multiset is a generalization of a fuzzy set. This paper aims to combine the innovative notion of fuzzy multisets and hypergroups. In particular, we use fuzzy multisets to introduce the concept of fuzzy multi-hypergroups as a generalization of ...
Madeline Al Tahan +2 more
core +1 more source

