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Math. Comput. Appl. 2002, 7(2), 165-170; doi:10.3390/mca7020165

Matrix Transformations of Some Generalized Analytic Sequence Spaces

Yüzüncü Yıl University, Faculty of Education, Van, Turkey
Published: 1 August 2002
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The aim of this paper is to define and to investigate the generalized analytic sequence spaces \(c_{0}^{\nu}(p,s)\), \(l_{\infty}^{\nu}(p,s)\) and \(l^{\nu}(p,s)\) and to determine the matrices of classes, like \((l_{\infty}^{\nu}(p,s), l_{\infty})\), \((c_{0}^{\nu}(p,s), l_{\infty})\), \((l^{\nu}(p,s), l_{\infty})\), \((l_{\infty}^{\nu}(p,s), c)\), \((c_{0}^{\nu}(p,s), c)\), and \((l^{\nu}(p,s), c)\), where the sequence space and \(c\) are respectively the spaces of bounded and convergent complex sequences.
Keywords: Generalized analytic sequence space; Matrix-Transformations Generalized analytic sequence space; Matrix-Transformations
This is an open access article distributed under the Creative Commons Attribution License (CC BY 3.0).

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Bilgin, T. Matrix Transformations of Some Generalized Analytic Sequence Spaces. Math. Comput. Appl. 2002, 7, 165-170.

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