On I- Convergent Sequence Spaces Defined By Jordan Totient Operator
Abstract
In this paper, our aim is to define some new sequence spaces $c^{I}_{0}(\Upsilon^{r})$, $c^{I}(\Upsilon^{r})$ and $\ell^{I}_{\infty}(\Upsilon^{r})$ as a domain of triangular Jordan totient matrix and study some of its algebraic and topological properties. Further, we discuss some inclusion relations regarding these said sequence spaces.\\
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