A COMMON FIXED POINT RESULT OF A PAIR OF SELF-MAPS IN DISLOCATED QUASI METRIC SPACES

In this paper, a common fixed point theorem of a pair of self-maps is proved by omitting continuity requirement in dislocated quasi metric spaces. It extends and generalizes the result of Sarma et al. [5, Theorem 5] to two selfmaps by employing a more generalized contraction. It further unifies the results of Dubey et al. [2, Theorem 3.1 and Theorem 3.2], and some well-known fixed point results in the literature.