Matrix transformations of some generalized analytic sequence spaces

Abstract

The aim of this paper is to define and to investigate the generalized analytic sequence spaces $c_o^\nu(p,s)$, $I_\infty^\nu(p,s)$ and $I^\nu(p,s)$ and to determine the matrices of classes like, ($l_\infty^\nu(p,s)$, $l_\infty$),($c_o^\nu(p,s)$, $l_\infty$),($I^\nu(p,s)$ , $l_\infty$), ($I_\infty^\nu(p,s)$, c), ($c_o^\nu(p,s)$, c), and ($I^\nu(p,s)$, c), where .the sequence space and c are respectively the spaces of bounded and convergent complex sequences.