Workshop on Fourier Analysis and Convexity

The same page without figures

 
Università di Milano-Bicocca
 
June 11-22, 2001
Many problems related to convex bodies are studied using
Fourier Analysis methods. The aim of this conference is
to bring together leading researchers willing to learn and share
problems and techniques related to the interaction between
Fourier analysis  and convexity.
The following speakers will deliver mini courses* or  one hour talks.


J. Beck*  Rutgers University
H. Groemer*  University of Arizona
N. Katz  Washington University in St. Louis
A. Koldobsky*  University of Missouri-Columbia
M. Kolountzakis*  University of Crete
A. Magyar  University of Wisconsin-Madison
H. Montgomery*  University of Michigan
A. Podkorytov  St. Petersburg University
F. Ricci  Scuola Normale Superiore di Pisa
M. Rudelson  University of Missouri-Columbia
E. Sawyer  Mc Master University
T. Tao*  University of California at Los Angeles
A. Vargas  Universidad Autonoma de Madrid
A. Volcic  Università di Trieste
S. Wainger*  University of Wisconsin-Madison

Short talks on the topic of the workshop will be welcome.

Organizing Committee:
 L. Brandolini (Bergamo)                 L. Colzani (Milano-Bicocca)
 A. Iosevich (Columbia-Missouri)    G. Travaglini (Milano-Bicocca)

Introduction
How to reach Milano-Bicocca
Accommodations (early reservation is strongly recommended!)
Program
 

Dipartimento di Matematica e Applicazioni - Università di Milano-Bicocca

This conference has no registration fee and we shall try to provide some facilities for the participants. In order to do so, we need to have a reasonably complete list of participants well in advance. We therefore ask to the interested people to let us know by e-mail, before the middle of April, that they wish to attend the workshop. For this or for any other problem or question, please write to
convex2001@matapp.unimib.it

Sponsored by: G.N.A.M.P.A., M.U.R.S.T., Università di Bergamo, TMR Network "Harmonic Analysis", Università di Milano-Bicocca, University of Missouri-Columbia.