Add to ORKGWe study the possibility of lifting some properties, as being a (barreled, quasi-barreled, bornological, or ultrabornological) DF, gDF, or quasi-normable space, from a locally convex space E to the space S ,\ 0(m,E) , of countably-valued and bounded (classes of m -a.e. equal) functions from a measure space (_O_,S,m) into E
The book deals with the two scales Bsp,q and Fsp,q of spaces of distributions, where -8<s<8 and 0<p,...
Abstract. Certain locally convex spaces of scalar-valued mappings are shown to be finite-dimensional
Let G be a subspace of a locally convex space E. We say that G is quasi-distinguished (boundedly com...
ABSTRÁCT. We study the posibility of lifting sorne properties, as heing a (barrelled, quasi-barrelle...
For wide classes of locally convex spaces, in particular, for the space () of continuous real-value...
Some locally convex properties of the spaces $CB( X, E)$ of the bounded continuous functions on a co...
Our main result states that a bornological locally convex space having a suitable Boolean algebra of...
AbstractOur main result states that a bornological locally convex space having a suitable Boolean al...
AbstractIf Ω is a set, Σ a σ-algebra of subsets of Ω, and X a normed space, we show that the space l...
In this short paper we shall prove that a space of a Db type ( g(DF) or quasi-DF by some authors) is...
A d-space X = (X, %, µ) is a compact set X with respect to a quasi-metric % and a Borel measure µ su...
The problem of countably quasi-barrelledness of weighted spaces of continuous functions, of which th...
The problem of countably quasi-barrelledness of weighted spaces of continuous functions, of which th...
In a previous paper [Sun95b], we described a function space constructor for complete totally bounded...
Bibliography: pages 102-106.A DF space is a topological vector space sharing certain essential prope...
The book deals with the two scales Bsp,q and Fsp,q of spaces of distributions, where -8<s<8 and 0<p,...
Abstract. Certain locally convex spaces of scalar-valued mappings are shown to be finite-dimensional
Let G be a subspace of a locally convex space E. We say that G is quasi-distinguished (boundedly com...
ABSTRÁCT. We study the posibility of lifting sorne properties, as heing a (barrelled, quasi-barrelle...
For wide classes of locally convex spaces, in particular, for the space () of continuous real-value...
Some locally convex properties of the spaces $CB( X, E)$ of the bounded continuous functions on a co...
Our main result states that a bornological locally convex space having a suitable Boolean algebra of...
AbstractOur main result states that a bornological locally convex space having a suitable Boolean al...
AbstractIf Ω is a set, Σ a σ-algebra of subsets of Ω, and X a normed space, we show that the space l...
In this short paper we shall prove that a space of a Db type ( g(DF) or quasi-DF by some authors) is...
A d-space X = (X, %, µ) is a compact set X with respect to a quasi-metric % and a Borel measure µ su...
The problem of countably quasi-barrelledness of weighted spaces of continuous functions, of which th...
The problem of countably quasi-barrelledness of weighted spaces of continuous functions, of which th...
In a previous paper [Sun95b], we described a function space constructor for complete totally bounded...
Bibliography: pages 102-106.A DF space is a topological vector space sharing certain essential prope...
The book deals with the two scales Bsp,q and Fsp,q of spaces of distributions, where -8<s<8 and 0<p,...
Abstract. Certain locally convex spaces of scalar-valued mappings are shown to be finite-dimensional
Let G be a subspace of a locally convex space E. We say that G is quasi-distinguished (boundedly com...