WOS: 000426765600023Let mu denotes any of the classical spaces c(0), c or l(p) of null, convergent or absolutely p-summable sequences and 1 <= p <= infinity. In this paper, we characterize the classes (lambda(P) : mu) of matrix transformations
In this paper we characterize the matrix classes (l(p, u), f∞) and (l(p, u), f) which generalize the...
WOS: 000504863400007In this work, we characterize some matrix classes concerning the Binomial sequen...
We introduce the spaces of -null, -convergent, and -bounded sequences. We examine some topological p...
AbstractIn this paper, we characterize the matrix classes (X, m(φ)) and (X, n(φ)), where X is any ar...
AbstractIn this paper, we characterize the matrix classes (X, m(φ)) and (X, n(φ)), where X is any ar...
The aim of this paper is to define and to investigate the generalized analytic sequence spaces (c_{0...
3rd International Conference on Analysis and Applied Mathematics (ICAAM) -- SEP 07-10, 2016 -- Almat...
AbstractThe sequence spaces of Maddox l(p), c0(p), c(p), and l∞(p), with a sequence p = (pk) as para...
In [7] Maddox generalized the spaces c0, c, ?1, ?? by adding powers pk (k ? ?) in the definitions of...
AbstractThe sequence spaces of Maddox l(p), c0(p), c(p), and l∞(p), with a sequence p = (pk) as para...
In this paper we characterize the matrix classes (l(p, u), f∞) and (l(p, u), f) which generalize the...
In some cases, the most general linear operator between two sequence spaces is given by an infinite ...
The space was extended to the space by Maddox, where is a bounded sequence of positive numbers. The ...
Maddox defined the sequence spaces ??(p) , c(p) and c0(p) in Maddox (Q J Math Oxf Lond 18(2):345–355...
The space was extended to the space by Maddox, where is a bounded sequence of positive numbers. The ...
In this paper we characterize the matrix classes (l(p, u), f∞) and (l(p, u), f) which generalize the...
WOS: 000504863400007In this work, we characterize some matrix classes concerning the Binomial sequen...
We introduce the spaces of -null, -convergent, and -bounded sequences. We examine some topological p...
AbstractIn this paper, we characterize the matrix classes (X, m(φ)) and (X, n(φ)), where X is any ar...
AbstractIn this paper, we characterize the matrix classes (X, m(φ)) and (X, n(φ)), where X is any ar...
The aim of this paper is to define and to investigate the generalized analytic sequence spaces (c_{0...
3rd International Conference on Analysis and Applied Mathematics (ICAAM) -- SEP 07-10, 2016 -- Almat...
AbstractThe sequence spaces of Maddox l(p), c0(p), c(p), and l∞(p), with a sequence p = (pk) as para...
In [7] Maddox generalized the spaces c0, c, ?1, ?? by adding powers pk (k ? ?) in the definitions of...
AbstractThe sequence spaces of Maddox l(p), c0(p), c(p), and l∞(p), with a sequence p = (pk) as para...
In this paper we characterize the matrix classes (l(p, u), f∞) and (l(p, u), f) which generalize the...
In some cases, the most general linear operator between two sequence spaces is given by an infinite ...
The space was extended to the space by Maddox, where is a bounded sequence of positive numbers. The ...
Maddox defined the sequence spaces ??(p) , c(p) and c0(p) in Maddox (Q J Math Oxf Lond 18(2):345–355...
The space was extended to the space by Maddox, where is a bounded sequence of positive numbers. The ...
In this paper we characterize the matrix classes (l(p, u), f∞) and (l(p, u), f) which generalize the...
WOS: 000504863400007In this work, we characterize some matrix classes concerning the Binomial sequen...
We introduce the spaces of -null, -convergent, and -bounded sequences. We examine some topological p...
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