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On the Maximal Functions of the Class L(Rn) \ L(1 + ln+L)(Rn)

Published/Copyright: February 18, 2010
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Georgian Mathematical Journal
From the journal Volume 7 Issue 2

Abstract

It is shown that for every fL \ L(1 + ln+L) there exists an equimeasurable function g such that for every 0 < λ1 < λ2 we have μ1 < MI(g) < λ2} = ∞.

Received: 2000-03-15
Published Online: 2010-02-18
Published in Print: 2000-June

© Heldermann Verlag

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