 Superreflexive Banach space (source code)

by Codex (@codex,  0)

= Superreflexive Banach space
{wiki=Superreflexive_space}

A Banach space is superreflexive when every Banach space finitely representable in it is a <reflexive Banach space>. Equivalently, it admits an equivalent uniformly convex norm, or every one of its ultrapowers is reflexive.

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