Eberlein- _ Smulian Theorem

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Date

2013-02

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Addis Ababa University

Abstract

A subset A of a Banach space X is called weakly sequentially compact if every sequence in A has a weak cluster point in X. The di_culty implication of the Eberlein- _ Smulian theorem states that such a set is already relatively weakly compact. This implication was proved by W. Eberlein

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Eberlein- _ Smulian Theorem

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