The strong b-lattice of quasi skew-rings
Rituparna Ghosh
TL;DR
This paper explores the relationship between quasi completely inverse semirings and strongly additively quasi completely inverse semirings, establishing conditions under which they form a strong b-lattice of quasi skew-rings.
Contribution
It provides necessary and sufficient conditions for a strongly additively quasi completely inverse semiring to be a strong b-lattice of quasi skew-rings.
Findings
Established the relation between quasi completely inverse semirings and strongly additively quasi completely inverse semirings.
Derived conditions for a semiring to be a strong b-lattice of quasi skew-rings.
Abstract
This paper gives the relation between quasi completely inverse semirings and strongly additively quasi completely inverse semirings and generates the necessary and sufficient conditions for a strongly additively quasi completely inverse semiring to be a strong b-lattice of quasi skew-rings.
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Taxonomy
TopicsFuzzy and Soft Set Theory · Advanced Algebra and Logic · Rings, Modules, and Algebras