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Matrix Transformations Between the Sequence Spaces of Maddox
The sequence spaces of Maddox l(p), c0(p), c(p), and l∞(p), with a sequence p = (pk) as parameter, generalise the classical sequence spaces l1, c0, c, and l∞. In this paper, Toeplitz conditions are derived for matrices to map a Maddox sequence space into
Grosse-Erdmann, Karl
exaly +1 more source
Matrix Transformations Involving Generalized Almost Convergent Sequences
In [7] Maddox generalized the spaces c0, c, ?1, ?? by adding powers pk (k ? ?) in the definitions of the spaces to the terms of the elements of the sequences (xk). Using the ideas of Maddox, Nanda [13] defined generalizations f(p) and f0(p) of the spaces
Zeltser M., Savaş, Ekrem
exaly +2 more sources
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Matrix Transformations of the Maddox Vector-Valued Sequence Spaces
Southeast Asian Bulletin of Mathematics, 2003Suthep Suantai
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Extension of Maddox’s Space l(μ) With Nörlund Means
Asian-European Journal of Mathematics, 2019Mehmet Ali Sarigol, Fadime Gökçe
exaly
Continuity of Superposition Operators on the Double Sequence Spaces of Maddox L( p )
Iranian Journal of Science and Technology Transaction A: Science, 2017Birsen Sağır, Nihan Güngör
exaly
Domain of the Triple Band Matrix on Some Maddox's Spaces
Annals of Functional Analysis, 2012Feyzi Basar, Ahmet Faruk Çakmak
exaly
An Extension of Maddox’s Paranormed Sequence Spaces With Narayana Numbers
Journal of New Results in ScienceSerkan Demiriz +1 more
exaly
Generalization of the Sequence Space ℓ(p) Derived by Weighted Mean
Journal of Mathematical Analysis and Applications, 2007Bilâl Altay, Feyzi Basar
exaly
Domain of the Double Sequential Band Matrix B() on Some Maddox's Spaces
Acta Mathematica Scientia, 2014Faruk Özger, Feyzi Basar
exaly

