Intra-regular Abel-Grassmann's groupoids
Wieslaw A. Dudek, Madad Khan, Nasir Khan
TL;DR
This paper characterizes intra-regular Abel-Grassmann's groupoids through properties of their ideals and fuzzy ideals, providing a new perspective on their algebraic structure.
Contribution
It introduces a novel characterization of intra-regular Abel-Grassmann's groupoids using ideal and fuzzy ideal properties.
Findings
Characterization of intra-regular Abel-Grassmann's groupoids
Use of fuzzy ideals to analyze algebraic structure
New criteria based on ideal properties
Abstract
We characterize intra-regular Abel-Grassmann's groupoids by the properties of their ideals and -fuzzy ideals of various types.
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