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Some estimates on entropy numbers

Authors:

Marius Junge Martin Defant

Institution:

1. Mathematisches Seminar der Universitat Kiel, Ohlshausenstr. 40-60, D-2300, Kiel 1, Germany

Abstract:

First we show that the Carl-Maurey inequality for entropy numbers

$e_k \left( s \right) \leqslant c_p \left( {\frac{{1 + \ln \left( {n/k} \right)}}{k}} \right)^{1 - 1/p} \|\|S\|\|$

Keywords:
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