四维Euler-Totient矩阵算子与某些二重序列空间

Sezer Erdem, Serkan Demiriz
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引用次数: 3

摘要

本研究的主要目的是研究经典二重序列空间M u, C p, C bp和C r上的四维欧拉-全域矩阵算子的矩阵域。此外,我们研究了它们的拓扑和代数性质,并给出了新空间的包含关系。此外,还确定了这些空间的α−、β (ν)−和γ−对偶,并对一些矩阵类进行了表征。
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4-Dimensional Euler-Totient Matrix Operator and Some Double Sequence Spaces
Our main purpose in this study is to investigate the matrix domains of the 4-dimensional Euler-totient matrix operator on the classical double sequence spaces M u , C p , C bp and C r . Besides these, we examine their topological and algebraic properties and give inclusion relations about the new spaces. Also, the α − , β ( ϑ ) − and γ − duals of these spaces are determined and finally, some matrix classes are characterized.
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