On the New Double Binomial Sequence Space

Author:

DEMİRİZ Serkan,ERDEM Sezer

Publisher

Turkish Journal of Mathematics and Computer Science, Association of Mathematicians

Reference33 articles.

1. \bibitem{adams} C.R. Adams, On non-factorable transformations of double sequences, Proc. Natl. Acad. Sci. USA, 19(5) (1933), 564-567.

2. \bibitem{bafb1} B. Altay and F. Ba\c{s}ar, Some new spaces of double sequences, J. Math. Anal. Appl., \textbf{309}(1) (2005), 70-90.

3. \bibitem{bafb2} B. Altay and F. Ba\c{s}ar, Matrix mappings on the space $bs(p)$ and its $\alpha-,\beta-$ and $\gamma-$duals, Aligarh Bull. Math., \textbf{21} (2002), 79-91.

4. \bibitem{bafb3} B. Altay and F. Ba\c{s}ar, On the space of sequences of $p-$bounded variation and related matrix mappings, Ukrainian Math. J., \textbf{55}(1) (2003), 136-147.

5. \bibitem{fb} F. Ba\d{s}ar, Summability Theory and Its Applications, Bentham Science Publishers, e-book, Monographs, Istanbul, 2012.

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