Balbir Singh

Weakly Compatible Maps Using E.A. and (CLR) Properties in Complex Valued -Metric Spaces

We introduce the notion of complex valued -metric spaces and prove common fixed point theorems for weakly compatible maps along with E.A. and (CLR) properties in complex valued -metric spaces.

Fixed point theorems for Kannan type mappings in 2-menger spaces

Abstract In this paper we show that the results of Choudhary and Das [2] hold under more general situation

Some Common Fixed Point Theorems Using Implicit Relations in Menger Spaces

In this paper, we prove common fixed point theorems for pairs of weakly compatible mappings along with E.A. and (CLRS) properties using implicit relations in Menger spaces.

Common Fixed Point Theorems Using the E.A. and CLR Properties in 2-Menger Spaces

First, we prove a common fixed point theorem using weakly compatible maps in 2-Menger space with t-norm of Hadzic type. Second, we prove a common fixed point theorem using the E.A. property along with weakly compatible maps. Further, we obtained a common fixed point theorem using the CLR property along with weakly compatible maps. At the end, we provide an application of our main theorem for four finite families of mappings.