Add to ORKGWe study properties of weak topologies induced on Ba- nach function spaces by certain subsets of their associate spaces. We characterise relative sequential compactness in the weak topology and prove that the notions of relative weak compactness and relative weak sequential compactness coincide. Finally we apply the results attained to linear operators and their adjoints acting on Banach function spaces
Let X be a Banach space and X* its dual space. The classical Alaoglu theorem states that closed ball...
Mathematicians have done a great deal of work using weak topologies in the study and characterizatio...
Let X be a Banach space and X* its dual space. The classical Alaoglu theorem states that closed ball...
AbstractLet X be a Banach space. Then there is a locally convex topology for X, the “Right topology,...
In this note we revise and survey some recent results established in [8]. We shall show that for eac...
Abstract: In this note we revise and survey some recent results established in [8]. We shall show th...
Throughout [this paper], E and F will denote Banach spaces. The bounded weak topology on a Banach sp...
Throughout [this paper], E and F will denote Banach spaces. The bounded weak topology on a Banach sp...
In this thesis we present an extensive characterization of weak* sequentially precompact subsets of ...
To the memory of our friend Klaus ABSTRACT. In every space for which there exists a strictly finer t...
In this note we give a self-contained account of the relationship between the sequential and topolog...
We present in this paper some results on the weak topology of some right injective tensor products o...
AbstractLet E be a Banach function space over a σ-finite measure space (Ω, Σ, μ), E′-the Köthe dual ...
AbstractWe study a new pointwise topological property, the weak Fréchet–Urysohn property, introduced...
summary:We introduce the notion of order weakly sequentially continuous lattice operations of a Bana...
Let X be a Banach space and X* its dual space. The classical Alaoglu theorem states that closed ball...
Mathematicians have done a great deal of work using weak topologies in the study and characterizatio...
Let X be a Banach space and X* its dual space. The classical Alaoglu theorem states that closed ball...
AbstractLet X be a Banach space. Then there is a locally convex topology for X, the “Right topology,...
In this note we revise and survey some recent results established in [8]. We shall show that for eac...
Abstract: In this note we revise and survey some recent results established in [8]. We shall show th...
Throughout [this paper], E and F will denote Banach spaces. The bounded weak topology on a Banach sp...
Throughout [this paper], E and F will denote Banach spaces. The bounded weak topology on a Banach sp...
In this thesis we present an extensive characterization of weak* sequentially precompact subsets of ...
To the memory of our friend Klaus ABSTRACT. In every space for which there exists a strictly finer t...
In this note we give a self-contained account of the relationship between the sequential and topolog...
We present in this paper some results on the weak topology of some right injective tensor products o...
AbstractLet E be a Banach function space over a σ-finite measure space (Ω, Σ, μ), E′-the Köthe dual ...
AbstractWe study a new pointwise topological property, the weak Fréchet–Urysohn property, introduced...
summary:We introduce the notion of order weakly sequentially continuous lattice operations of a Bana...
Let X be a Banach space and X* its dual space. The classical Alaoglu theorem states that closed ball...
Mathematicians have done a great deal of work using weak topologies in the study and characterizatio...
Let X be a Banach space and X* its dual space. The classical Alaoglu theorem states that closed ball...