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.
📌 3 Key Takeaways
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Objective & Hypothesis: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.
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Key Findings & Data: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.
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Conclusion & Impact: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.
🔬Design:Research Article
📍Scope:Comprehensive Sample
⚙️Variables:Domain Parameters
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.
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Cite This Article
BİLGİN, T. (2002). Matrix transformations of some generalized analytic sequence spaces. Mathematical and Computational Applications, Cilt: 7 - Sayı: 2, 165–170. https://ajindex.com/articles/280197