Kannan Nonexpansive Operators on Variable Exponent Cesàro Sequence Space of Fuzzy Functions
Bakery, Awad A.; Mohammed, Mustafa M.;
Abstract
In general, we have constructed the operator ideal generated by extended s-fuzzy numbers and a certain space of sequences of fuzzy numbers. An investigation into the conditions sufficient for variable exponent Cesàro sequence space of fuzzy functions furnished with the definite function to create pre-quasi-Banach and closed is carried out. The R and the normal structural properties of this space are shown. Fixed points for Kannan contraction and nonexpansive mapping have been introduced. Lastly, we explore whether the Kannan contraction mapping has a fixed point in its associated pre-quasioperator ideal. The existence of solutions to nonlinear difference equations is illustrated with a few real-world examples and applications.
Other data
Title | Kannan Nonexpansive Operators on Variable Exponent Cesàro Sequence Space of Fuzzy Functions | Authors | Bakery, Awad A. ; Mohammed, Mustafa M. | Issue Date | 1-Jan-2022 | Journal | Journal of Function Spaces | ISSN | 23148896 | DOI | 10.1155/2022/1992684 | Scopus ID | 2-s2.0-85138109676 |
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