Multidimensional Linear Functional Connected with Double Strong Cesàro Summability
Document Type
Article
Publication Date
3-1-2020
Abstract
In 1964 Borwein presented functional characterization of the normed linear spaces wp and Wp. These two spaces are clearly linked to Cesàro summability [C, 1] in particular it should be noted that a sequence x in wp if and only if x is Cesàro summable. The goal of this paper includes extension of these notions to double function space thus producing multidimensional analog of Borwein’s results.
Publication Title
Indian Journal of Pure and Applied Mathematics
Volume
51
Issue
1
First Page
143
Last Page
153
Digital Object Identifier (DOI)
10.1007/s13226-020-0390-z
ISSN
00195588
E-ISSN
09757465
Citation Information
Patterson, R.F., Savas, R., Savas, E. (2020) Multidimensional Linear Functional Connected with Double Strong Cesàro Summability. Indian Journal of Pure and Applied Mathematics, 51(1),143-153.
COinS