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An inequality related to the uniform convexity in Banach spaces | Miroslav Pavlović |
Abstract We prove an inequality that implies a 2-concave and $p$-convex
Banach lattice is ``more'' uniformly convex than $L^p$.
| Keywords: Banach space, uniform convexity | MSC: 46B20, 46B42 | Pages: 29--33 | Volume 45
, Issue 1$-$4
, 1993
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