• EXISTENCE OF FIXED POINTS
Abstract
In this paper we consider a class of self-mappings on Cone Banach Space which have at least one fixed point. That is, for a convex and closed subset C of a Cone Banach Space with the norm , if there exists elements and a mapping satisfying the conditions
and for all
then has at least one fixed point.
Keywords
Fixed Point, Cone Banach Space, Cone Metric Space, Cone Normed Space.
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