Common Fixed Point Theorems for Five Self Mappings in a Complete Metric Space
1 Department of Mathematics, University of Ilorin, Ilorin, Nigeria
* Corresponding author: iasani@njmajournal.com.ng
* Corresponding author: iasani@njmajournal.com.ng
Abstract
In this research work, we use five different operators P, Q, R, T,
and B, to show that there exists a common fixed point among
the five operators and prove the uniqueness. Furthermore,
we establish that the pairs (R,B),(R,Q),(R,T) and (R,P)
are weakly compatible (that is they commute). The result
extend and improve the work of Latpate and Dolhare (2017).
Keywords
Fixed Point
Self Mapping
Completeness
Metric
Compatible
How to Cite
Sani, I. A., & Rauf, K. (2019). Common Fixed Point Theorems for Five Self Mappings in a Complete Metric Space. Nigerian Journal of Mathematics and Applications, 28(1), 38−50.
I. A. Sani, and K. Rauf, "Common Fixed Point Theorems for Five Self Mappings in a Complete Metric Space," Nigerian Journal of Mathematics and Applications, vol. 28, no. 1, pp. 38−50, April 2019.
