Common Fixed Point Theorems on Tricomplex Valued Metric Space

Abstract

In this paper, we introduce the notion of tricomplex valued metric space and prove some common fixed point theorems. The presented results generalize and expand some of the literature well-known results. We also explore some applications of our key results.

Common fixed point theorems for interpolative rational-type mapping in complex-valued metric space

“…Berrah et al [9] proved common fixed point theorems of Meir-Keeler contraction type in complex valued metric space and an application to dynamic programming. Mani et al [28] proved a common fixed point theorems on tri-complex valued metric space. Raj et al [37] proved common fixed point theorems under rational contractions in complex-valued extended b-metric spaces.…”