New Generalized Geometric Difference Sequence Spaces
Saubhagyalaxmi Singh

TL;DR
This paper introduces a new geometric sequence space, exploring its topological, inclusion, convergence, and dual properties, along with its relation to Orlicz functions, advancing the mathematical understanding of geometric sequence spaces.
Contribution
It presents a novel generalized geometric difference sequence space and investigates its fundamental properties, including topological, inclusion, convergence, duality, and Orlicz function relations.
Findings
New geometric sequence space defined and analyzed
Topological and inclusion properties established
Convergence and duality properties characterized
Abstract
In this current study, the most apparent aspect is to submit a new geometric sequence space. We investigate its topological properties , inclusion relations, Geometric statistical convergence and Geometric property of Orlicz function and . Moreover, we also check its dual properties.
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Taxonomy
TopicsApproximation Theory and Sequence Spaces
