On Refined Neutrosophic Algebraic Hyperstructures I
Journal Title: International Journal of Neutrosophic Science (IJNS) - Year 2020, Vol 5, Issue 1
Abstract
Given any algebraic hyperstructure (X, ∗, ◦), the objective of this paper is to generate a refined neutrosophic algebraic hyperstructure (X(I1, I2), ∗', ◦') from X, I1 and I2 and study refined neutrosophic Krasner hyper-rings in particular.
Authors and Affiliations
A. A. A. Agboola , M. A. Ibrahim , E. O. Adeleke , S. A. Akinleye
Keywords
Related Articles
- EP ID EP683467
- DOI -
- Views 210
- Downloads 0
How we can extend the standard deviation notion with neutrosophic interval and quadruple neutrosophic numbers
During scientific demonstrating of genuine specialized framework we can meet any sort and rate model vulnerability. Its reasons can be incognizance of modelers or information mistake. In this way, characterization of vul...
Online Analytical Processing Operations via Neutrosophic Systems
In this paper, a neutrosophic fuzzy data warehouse modelling approach is presented to support the neutrosophic analysis of the publishing house for books which allows integration of neutrosophic concept in dimensions and...
Dominating Energy in Neutrosophic graphs
Dominating energy of graphs plays a vital role in the field of application in energy. Results by applying neutrosophic graph theory is more efficient than other existing methods. So, dominating energy of neutrosophic gra...
New Technology in Agriculture Using Neutrosophic Soft Matrices with the Help of Score Function
Uncertainty is a big problem in our routine life. Many theories were developed to handle uncertain environments. This paper approaches the concept of neutrosophic soft matrices (NSM) and multiple types of NSM to achieve...
NeutroAlgebra is a Generalization of Partial Algebra
In this paper we recall, improve, and extend several definitions, properties and applications of our previous 2019 research referred to NeutroAlgebras and AntiAlgebras (also called NeutroAlgebraic Structures and respecti...