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Algunas propiedeades del espacio de banach c0(E).

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Cembranos, Pilar (1982) Algunas propiedeades del espacio de banach c0(E). In Actualités mathématiques : Actes du VI congrés du regroupement des mathématiques d'expression latine, Luxemboug, 7-12 septembre 1981. Gauthier-Villars, París, pp. 333-336. ISBN 2-04-015427-2



Abstract

Let c0(E) be the vector space of all sequences convergent to zero in a Banach space E, endowed with the supremum norm. This paper is devoted to proving that the Banach space c0(E) has the Dunford-Pettis property, the Dieudonné property or the property V, respectively, if and only if E has the same property.


Item Type:Book Section
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Congrès du regroupement des mathématiciens d'expression latine (6. 1981. Luxembourg)

Subjects:Sciences > Mathematics > Functional analysis and Operator theory
ID Code:22578
Deposited On:27 Aug 2013 06:45
Last Modified:03 Mar 2016 14:40

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