AntiHyperstructures

Author:

Hariri Mariam1ORCID,Anis Osman M.2,Al-Tahan Madeleine Ali2,Karabašević Darjan3

Affiliation:

1. Zayed University, UAE

2. Lebanese International University, Lebanon

3. University Business Academy in Novi Sad, Serbia

Abstract

AntiSophication is the process through which AntiAlgebraic structures can be generated from any given classical algebraic structures. The concept of AntiHyperStructures has been studied in previous work. The aim of this chapter is to study AntiSemihypergroups, AntiQuasihypergroups, AntiSubSemihypergroups, AntiHypergroups, and their properties. Some new definitions and theorems will be presented and supported by illustrative examples. In addition, the authors prove the existence of an infinite number of AntiSemihypergroups and AntiHypergroups.

Publisher

IGI Global

Reference18 articles.

1. Introduction to AntiRings;A. A. A.Agboola;Neutrosophic Science and System,2020

2. Elementary Examination of NeutroAlgebras and AntiAlgebras viz-a-viz the Classical Number Systems

3. On Some NeutroHyperstructures

4. NeutroOrderedAlgebra: Applications to semigroups.;M.Al-Tahan;Neutrosophic Sets and System,2021

5. Corsini, P. (1993). Prolegomena of Hypergroup Theory. Udine Aviani Editore.

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