Sifat Relasi pada Ruang Barisan (N ̅,q)
Keywords:
sequence space, dual β, relationAbstract
Sequence space is one of the topics that is often researched by researchers in the field of mathematical analysis. Such as the properties of its completeness and the relation between the sequence spaces. However, this study aims to see how the proerties of the relation in the sequence space and its dual β. This research determine several theorems related to the relation between the sequence space with its dual β.
References
Altay, Bilal and Basar, Feyzi. (2007). Generalization Of The Sequence Spaces l(p) Derived By Weighted Mean. J. Math. Anal. Appl. 330 (2007) 174–185
Basar, Feyzi and Tug, Orhan. (2016). On the Spaces of Norlund Almost Null and Norlund Almost Convergent Sequences. Faculty of Sciences and Mathematics,University of Niˇs, Serbia. 30:3, 773–783
Basar, Feyzi. (2013). Survey On The Domain Of The Matrix Lambda In The Normed And Paranormed Sequence Spaces. Commun.Fac.Sci.Univ.Ank.Series A1 Volume 62, Numb er 1, Pages 45.59
Eberhard, Malcowsky. (2013). Measures of noncompactness and some applications. Contemporary Analysis and Applied Mathematics. Vol.1, No.1, 2-19
Eberhard, Malkowsky and V. Rakocevic. (2007). Measure of noncompacness of linear operator between spaces of sequences that are (N ̅,q) seummabel or bounded, Czechoslovac Math. Journal., 51 (3) 1146-1163
Godefroy, Gilles. (2001). The Banach Spaces c_0. Extracta Mathematicae Vol. 16, Num. 1, 1 – 25
Hadi, Roopaei and Foroutannia, Davound. (2016). A New Sequence Spaces And Norm Of Certain Matrix Operators On This Spaces. Sahand Communications in Mathematical Analysis (SCMA) Vol. 3 No. 1 (2016), 1-12
I.J. Maddox. (1984). Elements Of Functional Analysis, Cambridge: University Press.
Khan, F.M. and Khan, Mushir A. (1994). Matrix Transformation Between Cesaro Sequence Spaces. Indian J. Pure Appl Math., 25 (6): 641-645
Mursaleen, M and Noman A.K. (2010). on the Spaces of λ-Convergent and Bounded Sequences, Thai Journal of Mathematics, 8 (2) 311-329
Salwa, dkk., (2021). β-dual dari ruang barisan (N ̅,∆λ)_0,(N ̅,∆λ) dan (N ̅,∆λ)_∞. Jurnal Matematika Vol. 11, No.2, Desember 2021, pp. 119-124
Wilansky, Albert. (1984). Summability Through Functional Analysis. Amsterdam:North-Holand.
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