We study nonexpansive set-valued maps in Banach and metric spaces. We are concerned, in particular, with the generic existence and approximation of fixed points, as well as with the structure of fixed point sets
The aim of this paper is to establish a new approximation algorithm for fixed points of nonexpansive...
AbstractA general approximation property for topological spaces is studied in relation with fixed po...
Fixed point theorems for multivalued contractive-type and nonexpansive-type maps on complete metric ...
We study nonexpansive set-valued maps in Banach and metric spaces. We are concerned, in particular, ...
We study nonexpansive set-valued maps in Banach and metric spaces. We are concerned, in particular, ...
We study nonexpansive set-valued maps in Banach and metric spaces. We are concerned, in particular, ...
We study nonexpansive set-valued maps in Banach and metric spaces. We are concerned, in particular, ...
We study nonexpansive set-valued maps in Banach and metric spaces. We are concerned, in particular, ...
AbstractIt is shown that, in the sense of the Baire category, almost all continuous single valued α-...
It is well known that nonexpansive mappings do not always have fixed points for bounded sets in Bana...
Abstract: In this paper we will prove the existence of fixed points and approximate eigenvalues to c...
Metric fixed point theory encompasses the branch of fixed point theory which metric conditions on th...
AbstractWe study the existence of fixed points in the context of uniformly convex geodesic metric sp...
AbstractLet X be a complete metric space, M a set of continuous mappings from X into itself, endowed...
We obtain fixed point and coincidence point theorems for a pair of single-valued and multi-valued ma...
The aim of this paper is to establish a new approximation algorithm for fixed points of nonexpansive...
AbstractA general approximation property for topological spaces is studied in relation with fixed po...
Fixed point theorems for multivalued contractive-type and nonexpansive-type maps on complete metric ...
We study nonexpansive set-valued maps in Banach and metric spaces. We are concerned, in particular, ...
We study nonexpansive set-valued maps in Banach and metric spaces. We are concerned, in particular, ...
We study nonexpansive set-valued maps in Banach and metric spaces. We are concerned, in particular, ...
We study nonexpansive set-valued maps in Banach and metric spaces. We are concerned, in particular, ...
We study nonexpansive set-valued maps in Banach and metric spaces. We are concerned, in particular, ...
AbstractIt is shown that, in the sense of the Baire category, almost all continuous single valued α-...
It is well known that nonexpansive mappings do not always have fixed points for bounded sets in Bana...
Abstract: In this paper we will prove the existence of fixed points and approximate eigenvalues to c...
Metric fixed point theory encompasses the branch of fixed point theory which metric conditions on th...
AbstractWe study the existence of fixed points in the context of uniformly convex geodesic metric sp...
AbstractLet X be a complete metric space, M a set of continuous mappings from X into itself, endowed...
We obtain fixed point and coincidence point theorems for a pair of single-valued and multi-valued ma...
The aim of this paper is to establish a new approximation algorithm for fixed points of nonexpansive...
AbstractA general approximation property for topological spaces is studied in relation with fixed po...
Fixed point theorems for multivalued contractive-type and nonexpansive-type maps on complete metric ...
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