FIXED POINTS FROM WEAKLY C_S^'-CONTRACTION IN COMPLETE S-METRIC SPACE

Abstract

Today lot of generalization of Banach contraction which is known as pivotal result in fixed point Theory. Also, weak contraction condition introduced by Alber. Ya. I and Guerre -Delabrieer in Hilbert spaces. In this way, Binayak S. Choudhury introduced the concept weak
-contraction and also he established that every weak -contraction in complete metric space has a unique invariant point. Here we generalize this condition in complete -metric space.