Some Fixed Point Results in Premodular Special Space of Sequences and Their Associated Pre-Quasi-Operator Ideal
Bakery, Awad A.; Mohamed, Elsayed A.E.; Mohamed, O. M.Kalthum S.K.;
Abstract
A weighted Nakano sequence space and the s-numbers it contains are the subject of this article, which explains the concept of the pre-quasi-norm and its operator ideal. We show that both Kannan contraction and nonexpansive mappings acting on these spaces have a fixed point. A slew of numerical experiments back up our findings. The presence of summable equations' solutions is shown to be useful in a number of ways. Weight and power of the weighted Nakano sequence space are used to define the parameters for this technique, resulting in customizable solutions.
Other data
Title | Some Fixed Point Results in Premodular Special Space of Sequences and Their Associated Pre-Quasi-Operator Ideal | Authors | Bakery, Awad A. ; Mohamed, Elsayed A.E.; Mohamed, O. M.Kalthum S.K. | Issue Date | 1-Jan-2021 | Journal | Journal of Function Spaces | ISSN | 23148896 | DOI | 10.1155/2021/4995428 | Scopus ID | 2-s2.0-85122741750 |
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