Add to ORKGOur aim here is to announce some properties of complementation for spaces of symmetric tensor products and homogeneous continuous polynomials on a locally convex space E that have, in particular, consequences in the study of the property (BB)n,s recently introduced by Dineen [8]
The problem of when equality between any two of the usual topologies on spaces of homogeneous contin...
The problem of finding complemented copies of lp in another space is a classical problem in Function...
A local convex space E is said to be distinguished if its strong dual Eβ′ has the topology β(E′,(Eβ′...
In this paper we survey recent appUcations of the isomor-phism between the spaces of all n-homogeneo...
An explicit representation of the n-fold symmetric tensor product (equipped with a natural topology ...
We investigate symmetric regularity of sums of symmetric tensor products of Banach spaces and Arens ...
AbstractWe investigate the nature of extreme, (weak*-) exposed, and (weak*-) strongly exposed points...
It is explained how a locally convex (LC) topology τ on a real vector space V extends to a locally m...
AbstractSeveral properties defined by polynomials on a Banach space are introduced and briefly studi...
We study projections and injections between projective tensor products spaces or spaces of polynomia...
AbstractUnder certain hypotheses on the Banach space X, we show that the set of N-homogeneous polyno...
summary:We give sufficient conditions on Banach spaces $X$ and $Y$ so that their projective tensor p...
AbstractConnections between the shape of the unit ball of a Banach space and analytic properties of ...
The purpose of this article is to extend the study of pairs of locally convex spaces (E, F) such tha...
AbstractWe present new results concerning the uniqueness of symmetric structure of symmetric functio...
The problem of when equality between any two of the usual topologies on spaces of homogeneous contin...
The problem of finding complemented copies of lp in another space is a classical problem in Function...
A local convex space E is said to be distinguished if its strong dual Eβ′ has the topology β(E′,(Eβ′...
In this paper we survey recent appUcations of the isomor-phism between the spaces of all n-homogeneo...
An explicit representation of the n-fold symmetric tensor product (equipped with a natural topology ...
We investigate symmetric regularity of sums of symmetric tensor products of Banach spaces and Arens ...
AbstractWe investigate the nature of extreme, (weak*-) exposed, and (weak*-) strongly exposed points...
It is explained how a locally convex (LC) topology τ on a real vector space V extends to a locally m...
AbstractSeveral properties defined by polynomials on a Banach space are introduced and briefly studi...
We study projections and injections between projective tensor products spaces or spaces of polynomia...
AbstractUnder certain hypotheses on the Banach space X, we show that the set of N-homogeneous polyno...
summary:We give sufficient conditions on Banach spaces $X$ and $Y$ so that their projective tensor p...
AbstractConnections between the shape of the unit ball of a Banach space and analytic properties of ...
The purpose of this article is to extend the study of pairs of locally convex spaces (E, F) such tha...
AbstractWe present new results concerning the uniqueness of symmetric structure of symmetric functio...
The problem of when equality between any two of the usual topologies on spaces of homogeneous contin...
The problem of finding complemented copies of lp in another space is a classical problem in Function...
A local convex space E is said to be distinguished if its strong dual Eβ′ has the topology β(E′,(Eβ′...