Embeddings of Weakly Compact Sets and *-
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H.J.K. Junnila
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Article
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2000
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Elsevier Science
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English
β 160 KB
We use properties of Day's norm on c 0 (}) to prove that, for every Eberlein compact space K, there exists a separately continuous symmetric mapping d: K\_K Γ R such that we have d(x, y)< d(x, x)+d( y, y) 2 for any two distinct points x and y of K. As a consequence, we have that every Eberlein compa