Unique Common Fixed Point in b2 Metric Spaces

Abstract

We establish some common fixed and common coincidence point theorems for expansive type mappings in the setting of b 2 metric space. Our results extend some known results in metric spaces to b 2 metric space. The research is meaningful and I recommend it to be published when the followings have been improved.

Fixed Point Results for Multivalued Operators On b_2 Metric Spaces

“…Demma (2016) introduced the simulation function representation in b-metric spaces, and Piao (2013)] introduced the 2 -metric spaces, the generalization of 2-metric spaces and b metric spaces. , Zead Mustafa (2014), Fadail, Ahmad andOzturk (2015), Cui, Zhao and Zhong (2017), Yihao, Ren, Zhong (2018), Suzuki (2018) are some of the authors who brought new results in the 2 metric space.…”