Properties of $\Gamma^{2}$ defined by a modulus function

Chinnswamy Murugesan; Nagarajan Subramanian

doi:10.5269/bspm.v31i1.15264

Properties of $\Gamma^{2}$ defined by a modulus function

Autores/as

Chinnswamy Murugesan Sathyabama University Department of Mathematics
Nagarajan Subramanian SASTRA University Department of Mathematics

DOI:

https://doi.org/10.5269/bspm.v31i1.15264

Palabras clave:

entire sequence, analytic sequence, modulus function, semi norm, difference sequence, double sequence, duals

Resumen

In this article, we introduces the generalized difference paranormed double sequence spaces $\Gamma^{2}\left(\Delta^{m}_{\gamma},f,p,q,s\right)$ and $\Lambda^{2} \left(\Delta^{m}_{\gamma},f,p,q,s\right)$ defined over a seminormed sequence space $\left(X,q\right)$

Biografía del autor/a

Chinnswamy Murugesan, Sathyabama University Department of Mathematics

Professor of Mathematics,
Nagarajan Subramanian, SASTRA University Department of Mathematics

Senior Assistant Professor,