A REVIEW OF F-CONTRACTION MAPPING ON METRIC SPACES
Material type:
TextPublisher: Ibafo Computer Science and Mathematics 2021Edition: Matthew O. Adewole, PhDDescription: vii,; 60pSubject(s): Computer ScienceSummary: It is well-known that the Banach contraction principle has been extended, generalised and
improved by researchers in this area of mathematics. In particular, one of the generalisation
of the Banach contraction principle is the F-contraction mapping. In this project, we review
the concept of F-contraction and Suzuki F-contraction in the frame work of complete
metric spaces. We also gave some applications and examples to validate the applicability of
our main results.
| Current location | Call number | Status | Date due | Barcode | Item holds |
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| Main Library | Not for loan | 17010301023 |
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It is well-known that the Banach contraction principle has been extended, generalised and
improved by researchers in this area of mathematics. In particular, one of the generalisation
of the Banach contraction principle is the F-contraction mapping. In this project, we review
the concept of F-contraction and Suzuki F-contraction in the frame work of complete
metric spaces. We also gave some applications and examples to validate the applicability of
our main results.
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