Add to ORKGFor each ideal of multilinear mappings M we explicitly construct a corresponding ideal (a)M such that multilinear forms in (a)M are exactly those which can be approximated, in the uniform norm, by multilinear forms in M. This construction is then applied to finite type, compact, weakly compact and absolutely summing multilinear mappings. It is also proved that the correspondence M bar right arrow (a)M. IS Aron-Berner stability preserving.CNPq[202162/2006-0]Conselho Nacional de Desenvolvimento Científico e Tecnológico (CNPq)MEC-FEDER, SpainMEC-FEDER[MTM2007-64521], SpainProIPProI
Assume that A,B are uniform algebras on compact Hausdorff spaces X and Y, respectively. Let T:A→B be...
We introduce a general definition of almost p-summing mappings and give several concrete examples of...
AbstractIn this paper a general theory is presented for uniform approximation by reciprocals of elem...
For each ideal of multilinear mappings M we explicitly construct a corresponding ideal (a)M such tha...
For each ideal of multilinear mappings $\mathcal{M}$ we explicitly construct a corresponding ideal $...
Under some natural hypotheses, we show that if a multilinear mapping belongs to some Banach multilin...
The main purpose of this dissertation is the study of ideals of multilinear mappings and homogeneou...
We explore a condition under which the ideal of polynomials generated by an ideal of multilinear map...
The goal of this note is to give a new, simple and elegant proof to the Uniform Boundedness Principl...
We show, for any Banach spaces X and Y, the denseness of the set of bilinear forms on X × Y whose th...
The rst aim of this dissertation is to construct the tensor product of nitely many linear spaces fro...
Ideals of multilinear forms- a limit order approach Daniel Carando ∗ Verónica Dimant † Pablo Sevill...
The main goal of this work is to establish necessary and su cient conditions for a class of continu...
This report is concerned with the study of best uniform approximation to f E C[a,b) from the linear...
Assume that A,B are uniform algebras on compact Hausdorff spaces X and Y, respectively. Let T:A→B be...
Assume that A,B are uniform algebras on compact Hausdorff spaces X and Y, respectively. Let T:A→B be...
We introduce a general definition of almost p-summing mappings and give several concrete examples of...
AbstractIn this paper a general theory is presented for uniform approximation by reciprocals of elem...
For each ideal of multilinear mappings M we explicitly construct a corresponding ideal (a)M such tha...
For each ideal of multilinear mappings $\mathcal{M}$ we explicitly construct a corresponding ideal $...
Under some natural hypotheses, we show that if a multilinear mapping belongs to some Banach multilin...
The main purpose of this dissertation is the study of ideals of multilinear mappings and homogeneou...
We explore a condition under which the ideal of polynomials generated by an ideal of multilinear map...
The goal of this note is to give a new, simple and elegant proof to the Uniform Boundedness Principl...
We show, for any Banach spaces X and Y, the denseness of the set of bilinear forms on X × Y whose th...
The rst aim of this dissertation is to construct the tensor product of nitely many linear spaces fro...
Ideals of multilinear forms- a limit order approach Daniel Carando ∗ Verónica Dimant † Pablo Sevill...
The main goal of this work is to establish necessary and su cient conditions for a class of continu...
This report is concerned with the study of best uniform approximation to f E C[a,b) from the linear...
Assume that A,B are uniform algebras on compact Hausdorff spaces X and Y, respectively. Let T:A→B be...
Assume that A,B are uniform algebras on compact Hausdorff spaces X and Y, respectively. Let T:A→B be...
We introduce a general definition of almost p-summing mappings and give several concrete examples of...
AbstractIn this paper a general theory is presented for uniform approximation by reciprocals of elem...