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In the present paper we prove some fixed point theorems for near- contractive type multivalued mappings in complete metric spacesc. (MOS) Subject
Certain fixed point theorems are established for nonlinear semigroups of Lipschitzian mappings defined on nonconvex domains in Hilbert and Banach spaces1. Some known results are
In this paper we prove a fixed point theorem for a pair of mappings with probabilis- tic diminishing orbital diameters on Menger spaces and introduce the notion of generalized
Next, Bose and Roychowdhury considered such fuzzy mappings and its two generalized versions, and proved some fixed point theorems (cf.. The work in this paper extends/generalizes
Avery, Henderson, and O’Regan [1], in a dual of the Leggett-Williams fixed point theorem, gave conditions which guaranteed the existence of a fixed point for a completely continuous
In this paper we prove a fixed point theorem for a pair of mappings with probabilis- tic diminishing orbital diameters on Menger spaces and introduce the notion of generalized
In this paper we established a common fixed point theorem for four mappings f, g (crisp) and S, T (fuzzy) of R – weakly commuting mapping in a metric space..
Diwan Common fixed point theorem for gregus type mappings in a metric space without convexity 165-174 Niranjan Guha Weakly symmetric and weakly Ricci-symmetric manifold admitting
