Title of article
STRONG TYPE INEQUALITIES AND AN ALMOST-ORTHOGONALITY PRINCIPLE FOR FAMILIES OF MAXIMAL OPERATORS ALONG DIRECTIONS IN R^2
Author/Authors
ALFONSECA، ANGELES نويسنده ,
Issue Information
روزنامه با شماره پیاپی سال 2003
Pages
-207
From page
208
To page
0
Abstract
The paper proves an almost-orthogonality principle for maximal operators over arbitrary sets of directions in R^2 . Namely, the L^p -bounds for an operator of this type are obtained from the corresponding L^p -bounds of the maximal functions associated to a certain partition of the set of directions, and from the particular structure of this partition. Applications to several types of maximal operators are provided.
Keywords
Migration of seismic activity , NW Bohemia/Vogtland , Earthquake swarms , Swarm identification , Relative location , Cluster of foci , Recurrence of seismic activity
Journal title
JOURNAL OF LONDON MATHEMATICAL SOCIETY
Serial Year
2003
Journal title
JOURNAL OF LONDON MATHEMATICAL SOCIETY
Record number
71368
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