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CATEGORIES:Analysis Seminar
SUMMARY:Optimal weighted inequality for the maximal Carles
on operator - David Beltrán (University of Birming
ham)
DTSTART:20141103T160000Z
DTEND:20141103T170000Z
UID:TALK1551AT
URL:/talk/index/1551
DESCRIPTION:Two-weighted inequalities where the weights are re
lated by a suitable maximal operator *M* ha
ve been of considerable interest in recent years.
Given an operator *T*\, such inequalities a
llow one to recover Lebesgue space bounds for *
T* from those for *M*. In particular\,
we are concerned with obtaining an optimal *M that gives one the full range of **L*^{p-Lq} bounds for *T*.\n\n
In this talk we present such an optimal weighted i
nequality for the maximal Carleson operator\, an o
perator closely related to the convergence of Four
ier series. Our methods build on a recent work of
Di Plinio and Lerner combined with some results on
Orlicz spaces due to Pérez.
LOCATION:Physics West 106 (SR2)
CONTACT:José Cañizo
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