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  • Author or Editor: A. Gutiérrez-Dávila x
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In this paper we study the Orlicz-Pettis property for a Boolean algebra. We characterize the countable Boolean algebras with this property and extend that study to some families of P(N). As a consequence, we obtain characterizations of weakly summing families in terms of the space c 0 and in terms of some separation properties.

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