Fixed point results in controlled fuzzy cone metric spaces with an application to the transformation of solar energy to electric power
Abstract
In this study, we give sufficient conditions for a sequence to be Cauchy in the context of controlled revised fuzzy metric space, we generalize the concept of Banach's contraction principle by utilizing several new contraction conditions and prove several fixed-point results. To further demonstrate the validity of our results, we furnish a number of non-trivial examples and we address a significant application to the process of transforming solar energy into electric power via the concept of differential equations.
Fields of Study & Subjects
Fixed Point Theorems Analysis
Fuzzy Systems and Optimization
Approximation Theory and Sequence Spaces
Publication details
- Journal / source
- AIP conference proceedings
- Volume
- 3393
- Pages
- 020020–020020
- Publication date
- 1 January 2026
- Language
- EN