AMS Western Sectional Meeting Fall 2010
Special Session on Harmonic Analysis and Weighted Estimates for Singular Integrals
October 09 -October 10, 2010
UCLA
Organizers:
Alexander Volberg
(Michigan State University)
volberg@math.msu.edu
Ignacio Uriarte-Tuero
(Michigan State University)
ignacio@math.msu.edu
Christoph Thiele
(UCLA)
thiele@math.ucla.edu
Confirmed Speakers
- Mario Bonk
- Michael Christ
- Ciprian Demeter
- Yen Do
- Zubin Gautam
- Steve Hofmann
- Izabella Laba
- Andrei Lerner
- Jose Maria Martell
- Svitlana Mayboroda
- Tadele Mengesha
- Kabe Moen
- Cristina Pereyra
- Carlos Perez (replaced by David Cruz Uribe, see below)
- Maria Reguera
- Rodolfo Torres
- Igor Verbitsky
- Sasha Volberg
For a detailed progam see the AMS program.
Note that Carlos Perez is unable to come, instead David Cruz Uribe
will give a lecture in this time slot (Saturday 5pm) on:
Title : Sharp weighted norm inequalities for classical operators
Abstract : Over the past decade there has been great interest in finding
the sharp constant (in terms of the A_p constant) for weighted norm
inequalities for singular integrals. I will describe joint work C. Perez
and J.M. Martell where we gave an elementary proof of the sharp constant
for singular integrals that can be approximated by dyadic Haar shift
operators. (These include the Hilbert transform, Riesz transforms, and
the Beurling-Ahlfors operator.) Our approach also yields sharp one-weight
results for the dyadic square function and the vector-valued maximal operator,
and also sharp two-weight results. If time permits, I will speak about very recent
work on this problem by C. Perez.