I2-lacunary strongly summability for multidimensional measurable functions
Document Type
Article
Publication Date
1-1-2020
Abstract
Let I2 ⊆ P(N x N) be a nontrivial ideal. We provide a new approach to the concept of I2-double lacunary statistical convergence and I2-lacunary strongly double summable by taking f(τ, υ), which is a multidimensional measurable real valued function on (1, ∞) x (1, ∞). Additionally, we examine the relation between these two new methods.
Publication Title
Publications de l'Institut Mathematique
Volume
107
Issue
121
First Page
93
Last Page
107
Digital Object Identifier (DOI)
10.2298/PIM2021093S
ISSN
03501302
Citation Information
Savas, R., & Patterson, R. F. (2020). I2-lacunary strongly summability for multidimensional measurable functions. Publications de lâ Institut Mathematique, 107(121), 93-107. doi:10.2298/pim2021093s
COinS
