On Zweier I-Convergent Double Sequence Spaces
Abstract
In this article we introduce the Zweier
I-convergent double sequence spaces
$~_2\mathcal{Z}^{I},~_2\mathcal{Z}^{I}_{0}$ and $~_2\mathcal{Z}^{I}_{\infty}$.
We prove the decomposition theorem and study topological properties, algebraic properties and some inclusion relations on these spaces.\\
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