Abstract
In the present paper, we utilize the notion of converse commuting mappings due to L<TEX>$\ddot{u}$</TEX> [On common fixed points for converse commuting self-maps on a metric spaces, Acta. Anal. Funct. Appl. 4(3) (2002), 226-228] and prove a common fixed point theorem in Menger space using an implicit relation. We also give an illustrative example to support our main result.
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