Topological Structure on Abel-Grassmann's Groupoids
Qaiser Mushtaq, Madad Khan
TL;DR
This paper explores the structure of ideals in Abel-Grassmann's groupoids and introduces a topological framework to analyze their properties.
Contribution
It presents a novel topological approach to studying ideals within Abel-Grassmann's groupoids, expanding the understanding of their algebraic and topological interplay.
Findings
Established a topology on ideals of Abel-Grassmann's groupoids
Provided new insights into the structure of these groupoids
Enhanced the theoretical framework connecting algebra and topology
Abstract
In this paper we have discussed the ideals in Abel Grassmann's groupoids and construct their topologies.
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Taxonomy
TopicsFixed Point Theorems Analysis · Constraint Satisfaction and Optimization