Cubic Semi 2-metric Space and Generalized Quasi-pseudo-metric on L-m -semigroup

This paper introduces the novel concepts of semi 2-metric space and interval- valued semi 2-metric space. We establish the fundamental properties of these structures and examine their relationships with existing metric space generalizations. Additionally, it proposes the concept of cubic semi 2-metric spaces by integrating the principles of cubic sets with semi 2-metric spaces. Furthermore, the paper examines the structure of general- ized quasi-pseudometric spaces on L-M -semigroup and investigates the characteristics of the quasi-pseudometric space associated with L-M -semigroup.

Publication Details

Journal
Annals of Communications in Mathematics
Published
2025-01-01
DOI
https://doi.org/10.62072/acm.2025.080105
Primary Topic
Fixed Point Theorems Analysis
Type
article
Field-Weighted Citation Impact
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article

Cubic Semi 2-metric Space and Generalized Quasi-pseudo-metric on L-m -semigroup

Annals of Communications in Mathematics
Fixed Point Theorems Analysis
article

Cubic Semi 2-metric Space and Generalized Quasi-pseudo-metric on L-m -semigroup

article en

Abstract

This paper introduces the novel concepts of semi 2-metric space and interval- valued semi 2-metric space. We establish the fundamental properties of these structures and examine their relationships with existing metric space generalizations. Additionally, it proposes the concept of cubic semi 2-metric spaces by integrating the principles of cubic sets with semi 2-metric spaces. Furthermore, the paper examines the structure of general- ized quasi-pseudometric spaces on L-M -semigroup and investigates the characteristics of the quasi-pseudometric space associated with L-M -semigroup.

Annals of Communications in Mathematics
Openalex Percentile: Top 89%
Fixed Point Theorems Analysis
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Cubic Semi 2-metric Space and Generalized Quasi-pseudo-metric on L-m -semigroup · Annals of Communications in Mathematics (2025) | TGRS Research Map | TGRS