In a convex metric space X having Cantor Intersection property, we prove thet a mapping T defined on a close convex nonempty subset A of X into ·itself setisfying a metric condition, with have a unique fixed point.
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Cite this article:
Yadav, Sharma and Thakur (2001). Fixed pointthaorems on metric spaces with Cantor intersection property. Journal of Ravishankar University (Part-B: Science), 14(1), pp.22-27.