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Zbl 0855.40005
Basarir, Metin
On some new sequence spaces and related matrix transformations.
(English)
[J] Indian J. Pure Appl. Math. 26, No.10, 1003-1010 (1995). ISSN 0019-5588; ISSN 0975-7465/e

Author's abstract: The sequence spaces $l(p)$, $l_\infty (p)$, $c_0 (p)$ and $c(p)$ were defined by Maddox, Simons and Nakano. Recently Bulut and Çakar defined the sequence space $l(p, s)$. In this paper, our main purpose is to define and investigate the sequence spaces $l_\infty (p, s)$, $c_0 (p, s)$ and $c(p, s)$ and to determine the necessary and sufficient conditions to characterize $(l_\infty (p, s), l_\infty)$, $(l_\infty (p, s), c)$, $(c(p, s), c)$, $(c_0 (p, s), c)$, $(c_0 (p, s), l_\infty (p, s))$ and $(c_0 (p, s), c_0 (q, s))$ matrices.
[J.Boos (Hagen)]
MSC 2000:
*40C05 Matrix methods in summability
46A45 Sequence spaces
40D25 Inclusion theorems, etc.

Keywords: matrix transformations; Toeplitz-Silverman theorems; inclusion theorems; sequence spaces

Cited in: Zbl 1134.40300 Zbl 1025.40005

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