Theorems of Common Fixed Points for Some Mappings in b 2 Metric Spaces.

In this research paper, we concentrate on the existence and uniqueness of common fixed points of various mappings in b 2 metric space under generalized (ϕ , f) λ -expansive conditions and implicit contractive conditions. Additionally, we derive a progression of noteworthy approaches and ideas extending the conclusions on the real metric space to the b 2 metric space, which advances the investigation of the b 2 metric space will be able to advance. [ABSTRACT FROM AUTHOR]