AbstractWe study the spaces of nuclear and integral (vector-valued) polynomials and their duals. We prove that, if E is Asplund, PN(nE;F)=PI(nE;F) isometrically, for any Banach space F. We describe PN(nE;F)′ as a subspace of P(nE′;F′) in terms of weak-star continuous polynomials. We show that Pw*(nE′;F)=Pc*(nE′;F), when E has the approximation property
Our aim is to introduce a new notion of unconditionallity, in the context of polynomials in Banach s...
Let $E$ and $F$ be Banach spaces. Ourobjective in this work is to find conditions under which,whene...
We obtain upper and lower set-theoretic inclusion estimates for the set of extreme points of the uni...
AbstractWe study the spaces of nuclear and integral (vector-valued) polynomials and their duals. We ...
In this paper we study the duality of certain spaces of polynomials on a class of tree spaces. In pa...
We show that under conditions of regularity, if E′ is isomorphic to F′, then the spaces of homogeneo...
We study the relation between different spaces of vector-valued polynomials and analytic functions o...
Let $E$ and $F$ be Banach spaces. Ourobjective in this work is to find conditions under which,whene...
AbstractLetFbe a Banach or a nuclear Fréchet space isomorphic to its square. ThenP(2F), the space of...
AbstractWe investigate the nature of extreme, (weak*-) exposed, and (weak*-) strongly exposed points...
We derive Banach-Stone theorems for spaces of homogeneous polynomials. We show that every isometric ...
We show that if E is a real Banach space such that E ′ has the approximation property and such that ...
We study the problem of extendibility of polynomials over Banach spaces: when can a polynomial defin...
We show that for $I$ an uncountable index set and $n\ge 3$ the spaces of all $n$-homogeneous polynom...
Dado un espacio de Banach E estudiamos tres aspectos de la relación entre el espacio de polinomios d...
Our aim is to introduce a new notion of unconditionallity, in the context of polynomials in Banach s...
Let $E$ and $F$ be Banach spaces. Ourobjective in this work is to find conditions under which,whene...
We obtain upper and lower set-theoretic inclusion estimates for the set of extreme points of the uni...
AbstractWe study the spaces of nuclear and integral (vector-valued) polynomials and their duals. We ...
In this paper we study the duality of certain spaces of polynomials on a class of tree spaces. In pa...
We show that under conditions of regularity, if E′ is isomorphic to F′, then the spaces of homogeneo...
We study the relation between different spaces of vector-valued polynomials and analytic functions o...
Let $E$ and $F$ be Banach spaces. Ourobjective in this work is to find conditions under which,whene...
AbstractLetFbe a Banach or a nuclear Fréchet space isomorphic to its square. ThenP(2F), the space of...
AbstractWe investigate the nature of extreme, (weak*-) exposed, and (weak*-) strongly exposed points...
We derive Banach-Stone theorems for spaces of homogeneous polynomials. We show that every isometric ...
We show that if E is a real Banach space such that E ′ has the approximation property and such that ...
We study the problem of extendibility of polynomials over Banach spaces: when can a polynomial defin...
We show that for $I$ an uncountable index set and $n\ge 3$ the spaces of all $n$-homogeneous polynom...
Dado un espacio de Banach E estudiamos tres aspectos de la relación entre el espacio de polinomios d...
Our aim is to introduce a new notion of unconditionallity, in the context of polynomials in Banach s...
Let $E$ and $F$ be Banach spaces. Ourobjective in this work is to find conditions under which,whene...
We obtain upper and lower set-theoretic inclusion estimates for the set of extreme points of the uni...
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