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A Banach Space in Which a Ball is Contained in the Range of Some Countably Additive Measure is Superreflexive - MaRDI portal

A Banach Space in Which a Ball is Contained in the Range of Some Countably Additive Measure is Superreflexive (Q3200062)

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A Banach Space in Which a Ball is Contained in the Range of Some Countably Additive Measure is Superreflexive
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    A Banach Space in Which a Ball is Contained in the Range of Some Countably Additive Measure is Superreflexive (English)
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    1990
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    nonstandard proof
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    superreflexivity of a Banach space in which the unit ball is contained in the range of a countably additive measure
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