SOME FIXED POINT THEORY RESULTS FOR CONVEX CONTRACTION MAPPING OF ORDER 2
Let Xbe a nonempty set and dbe a metric. Recall from Istratescu [1] that a map is called a convex contraction mapping of order 2, if for all it holds that Alternatively, one could say is a convex type contraction mapping of order 2, if for all and it holds that
In this paper, we investigate fixed point results for this type of mapping in various settings.
fixed point theory, convex contraction mapping of order 2.
