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Notice that, by the usual stability theorems, this implies that ˆ Tε has three fixed points as well, one elliptic and two hyperbolic, moreover the two hyperbolic fixed points
The relation between fixed point and orbit count sequences is investigated from the point of view of linear mappings on the space of arithmetic functions.. Puri and Ward [ 10 ]
Using Mawhin’s coincidence topological degree arguments and fixed point theory for non-expansive mappings results, we discuss the solvability of the Dirichlet problem for the
The following fixed point theorem for the nonlinear contraction is well-known and useful for proving the existence and the uniqueness theorems for the nonlinear differ- ential
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
Common fixed point theorems by altering the distances be- tween the points in bounded complete metric spaces , Demonstratio. Synthetic approaches to problems of fixed points in
Limit theorems for sums of independent random variables dened on a two-dimensional random walk. An embedding for the Kesten–Spitzer random walk in
In this paper, we consider complex-valued metric space and prove some coincidence point and common fixed point theorems involving two pairs of self-mappings satisfying the contraction
