Sabiha Tabassum

On some Zweier I-convergent double sequence spaces defined by a modulus function

Abstract In this article we introduce the double sequence spaces 2 𝒵 I (f)

Statistically Convergent Double Sequence Spaces in 2-Normed Spaces Defined by Orlicz Function

{\,}_2\mathcal {Z}^{I}(f)

Statistically Pre-Cauchy Double Sequences

, 2 𝒵 0 I (f)

Some vector valued multiplier difference double sequence spaces in 2-normed spaces defined by Orlicz functions

{\,}_2\mathcal {Z}^{I}_{0}(f)

On some new quasi almost ∆m-lacunary strongly P-convergent double sequences defined by Orlicz functions

and 2 𝒵 ∞ I (f)

STATISTICALLY CONVERGENT DOUBLE SEQUENCE SPACES IN n-NORMED SPACES

{\,}_2\mathcal {Z}^{I}_{\infty }(f)

Some new I-convergent double sequences space of invariant means

for a modulus function f and study some of the topological and algebraic properties of these spaces.