Abstract. We give a necessary and sufficient condition for proximinality of a closed subspace of finite codimension in c0-direct sum of Banach spaces
In this paper we consider proximinality questions for higher ordered dual spaces. We show that for a...
AbstractIn this paper we consider proximinality questions for higher ordered dual spaces. We show th...
In this paper, we study approximatively τ-compact and τ-strongly Chebyshev sets, where τ is the norm...
We study an analogue of Garkavi's result on proximinal subspaces of C(X) of finite codimension in th...
AbstractIn this paper we investigate the structure of a proximinal subspace G of C(Q) of codimension...
In this paper we investigate the structure of a proximinal subspace G of C(Q) of codimension n, in t...
AbstractA characterization of normed linear spaccs, which “transmit” proximinality for subspaces of ...
AbstractLet us say that a subspace M of a Banach space X is absolutely proximinal if it is proximina...
AbstractUsing strong subdifferentiability of convex functionals, we give a new sufficient condition ...
ABSTRACT. Let X be a real Banach space and (,) be a finite measure space and be a strictly i1creasin...
Let X be a Banach space and G be a closed subspace of X. We say G is 2−simultaneously proximinal in ...
If A is a subset of the normed linear space X, then A is said to be proximinal in X if for each xÎX ...
We study the question of when the set of norm attaining functionals on a Banach space is a linear sp...
AbstractA subset M of a normed linear space X is said to be proximinal if infm ϵ M ∥x − m∥ is attain...
AbstractThe object of this paper is to prove the following theorem: If Y is a closed subspace of the...
In this paper we consider proximinality questions for higher ordered dual spaces. We show that for a...
AbstractIn this paper we consider proximinality questions for higher ordered dual spaces. We show th...
In this paper, we study approximatively τ-compact and τ-strongly Chebyshev sets, where τ is the norm...
We study an analogue of Garkavi's result on proximinal subspaces of C(X) of finite codimension in th...
AbstractIn this paper we investigate the structure of a proximinal subspace G of C(Q) of codimension...
In this paper we investigate the structure of a proximinal subspace G of C(Q) of codimension n, in t...
AbstractA characterization of normed linear spaccs, which “transmit” proximinality for subspaces of ...
AbstractLet us say that a subspace M of a Banach space X is absolutely proximinal if it is proximina...
AbstractUsing strong subdifferentiability of convex functionals, we give a new sufficient condition ...
ABSTRACT. Let X be a real Banach space and (,) be a finite measure space and be a strictly i1creasin...
Let X be a Banach space and G be a closed subspace of X. We say G is 2−simultaneously proximinal in ...
If A is a subset of the normed linear space X, then A is said to be proximinal in X if for each xÎX ...
We study the question of when the set of norm attaining functionals on a Banach space is a linear sp...
AbstractA subset M of a normed linear space X is said to be proximinal if infm ϵ M ∥x − m∥ is attain...
AbstractThe object of this paper is to prove the following theorem: If Y is a closed subspace of the...
In this paper we consider proximinality questions for higher ordered dual spaces. We show that for a...
AbstractIn this paper we consider proximinality questions for higher ordered dual spaces. We show th...
In this paper, we study approximatively τ-compact and τ-strongly Chebyshev sets, where τ is the norm...
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