DOIAbstract
AbstractGiven a nonempty set Ω and a normed space X, we prove several barrelledness properties of some subspaces of ℓ∞(Ω,X), the linear space of all bounded functions of Ω into X equipped with the supremum norm
AbstractGiven a nonempty set Ω and a normed space X, we prove several barrelledness properties of some subspaces of ℓ∞(Ω,X), the linear space of all bounded functions of Ω into X equipped with the supremum norm
[EN] Ferrando and Lüdkovsky proved that for a non-empty set $\Omega $\ and a normed space $X$, the n...
AbstractLet K be a spherically complete non-archimedean valued field. We prove that the dual space l...
Boundedly completed and quasi-distinguished spaces and subspaces were in-troduced in [9] and [10]. I...
AbstractAssuming that Ω is a nonempty set and X is a normed space, we show that the real or complex ...
AbstractAssuming that Ω is a nonempty set and X is a normed space, we show that the real or complex ...
If (Ω,Σ,µ) is a finite atomless measure space and X is a normed space, we prove that the space Lp(µ,...
Let E and F be topological vector spaces and let G and Y be topological abelian groups. We say that ...
AbstractIf Ω is a set, Σ a σ-algebra of subsets of Ω, and X a normed space, we show that the space l...
AbstractIf Ω is a set, Σ a σ-algebra of subsets of Ω, and X a normed space, we show that the space l...
AbstractA sequence space S with its strong β(S, φ) topology is called a βφ space [W. H. Ruckle, Paci...
AbstractA sequence space S with its strong β(S, φ) topology is called a βφ space [W. H. Ruckle, Paci...
summary:In this paper we obtain two new characterizations of completeness of a normed space through ...
summary:Let $(E_{i})_{i\in I}$ be a family of normed spaces and $\lambda $ a space of scalar general...
summary:In this paper we obtain two new characterizations of completeness of a normed space through ...
summary:Let $(E_{i})_{i\in I}$ be a family of normed spaces and $\lambda $ a space of scalar general...
[EN] Ferrando and Lüdkovsky proved that for a non-empty set $\Omega $\ and a normed space $X$, the n...
AbstractLet K be a spherically complete non-archimedean valued field. We prove that the dual space l...
Boundedly completed and quasi-distinguished spaces and subspaces were in-troduced in [9] and [10]. I...
AbstractAssuming that Ω is a nonempty set and X is a normed space, we show that the real or complex ...
AbstractAssuming that Ω is a nonempty set and X is a normed space, we show that the real or complex ...
If (Ω,Σ,µ) is a finite atomless measure space and X is a normed space, we prove that the space Lp(µ,...
Let E and F be topological vector spaces and let G and Y be topological abelian groups. We say that ...
AbstractIf Ω is a set, Σ a σ-algebra of subsets of Ω, and X a normed space, we show that the space l...
AbstractIf Ω is a set, Σ a σ-algebra of subsets of Ω, and X a normed space, we show that the space l...
AbstractA sequence space S with its strong β(S, φ) topology is called a βφ space [W. H. Ruckle, Paci...
AbstractA sequence space S with its strong β(S, φ) topology is called a βφ space [W. H. Ruckle, Paci...
summary:In this paper we obtain two new characterizations of completeness of a normed space through ...
summary:Let $(E_{i})_{i\in I}$ be a family of normed spaces and $\lambda $ a space of scalar general...
summary:In this paper we obtain two new characterizations of completeness of a normed space through ...
summary:Let $(E_{i})_{i\in I}$ be a family of normed spaces and $\lambda $ a space of scalar general...
[EN] Ferrando and Lüdkovsky proved that for a non-empty set $\Omega $\ and a normed space $X$, the n...
AbstractLet K be a spherically complete non-archimedean valued field. We prove that the dual space l...
Boundedly completed and quasi-distinguished spaces and subspaces were in-troduced in [9] and [10]. I...
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