Add to ORKGWe show that one can construct a continuous selection for the metric projection in the space of continuous functions by the Pólya algorithm. Moreover, the existence of a continuous selection for the metric projection is equivalent to the stable convergence of the Pólya algorithm
AbstractAn intrinsic characterization is given of those finite-dimensional subspaces whose metric pr...
AbstractThe main result in this paper is the characterization of all n-dimensional weak Chebyshev Z ...
AbstractIn this paper we give a characterization of those n-dimensional subspaces of C0(X), where X ...
We show that one can construct a continuous selection for the metric projection in the space of cont...
AbstractWe show that one can construct a continuous selection for the metric projection in the space...
AbstractWe show that one can construct a continuous selection for the metric projection in the space...
AbstractLet T be a locally compact Hausdorff space and let G denote a finite-dimensional subspace of...
AbstractX is a compact Hausdorff space and C(X) the Banach space of real-valued continuous functions...
AbstractReflexive spaces are characterized with the help of metric projections which possess a conti...
AbstractAn intrinsic characterization is given of those finite-dimensional subspaces whose metric pr...
The main result of this thesis deals with continuous functions on metric spaces. Specifically, we sh...
AbstractThe notion of tubularity of a convex subset, K, of l∞ (n) was originally introduced to study...
The notion of tubularity of a convex subset, K, of l∞ (n) was originally introduced to study the con...
The notion of tubularity of a convex subset, K, of l∞ (n) was originally introduced to study the con...
AbstractCharacterizations are given of when the metric projection PM onto a proximal subspace M has ...
AbstractAn intrinsic characterization is given of those finite-dimensional subspaces whose metric pr...
AbstractThe main result in this paper is the characterization of all n-dimensional weak Chebyshev Z ...
AbstractIn this paper we give a characterization of those n-dimensional subspaces of C0(X), where X ...
We show that one can construct a continuous selection for the metric projection in the space of cont...
AbstractWe show that one can construct a continuous selection for the metric projection in the space...
AbstractWe show that one can construct a continuous selection for the metric projection in the space...
AbstractLet T be a locally compact Hausdorff space and let G denote a finite-dimensional subspace of...
AbstractX is a compact Hausdorff space and C(X) the Banach space of real-valued continuous functions...
AbstractReflexive spaces are characterized with the help of metric projections which possess a conti...
AbstractAn intrinsic characterization is given of those finite-dimensional subspaces whose metric pr...
The main result of this thesis deals with continuous functions on metric spaces. Specifically, we sh...
AbstractThe notion of tubularity of a convex subset, K, of l∞ (n) was originally introduced to study...
The notion of tubularity of a convex subset, K, of l∞ (n) was originally introduced to study the con...
The notion of tubularity of a convex subset, K, of l∞ (n) was originally introduced to study the con...
AbstractCharacterizations are given of when the metric projection PM onto a proximal subspace M has ...
AbstractAn intrinsic characterization is given of those finite-dimensional subspaces whose metric pr...
AbstractThe main result in this paper is the characterization of all n-dimensional weak Chebyshev Z ...
AbstractIn this paper we give a characterization of those n-dimensional subspaces of C0(X), where X ...