Kannan Nonexpansive Mappings on Variable Exponent Function Space of Complex Variables with Some Applications
Mohamed, Elsayed A.E.; Bakery, Awad A.;
Abstract
This paper establishes the reality of a fixed point of Kannan's prequasinorm contraction mapping on the variable exponent function space of complex variables, demonstrating that it satisfies the property (R) and possesses a prequasinormal structure. We have established the presence of a fixed point of Kannan prequasinorm nonexpansive mapping on it and Kannan prequasinorm contraction mapping in the prequasi-Banach operator ideal, created by this function space and s-numbers. Finally, we provide some applications for solutions to summable equations and illustrate instances to corroborate our findings.
Other data
Title | Kannan Nonexpansive Mappings on Variable Exponent Function Space of Complex Variables with Some Applications | Authors | Mohamed, Elsayed A.E.; Bakery, Awad A. | Issue Date | 1-Jan-2022 | Journal | Journal of Function Spaces | ISSN | 23148896 | DOI | 10.1155/2022/9575121 | Scopus ID | 2-s2.0-85125695833 |
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