FIXED POINT THEOREMS AND DYNAMIC PROCESSES FOR SET-VALUED MAPS ON CONE METRIC SPACE
In this paper, we state some results for the existence of fixed point of multivalued maps in complete cone metric space by using the concept of Hausdorff distance as given in [8] and using ordering of subsets as given by the authors in [9], with some examples.
cone metric space, fixed point, dynamic processes.
