Operator Theory and Harmonic Analysis
workshop at the MFO, ID 1044a
Oberwolfach
31.10-06.11.2010
Organizers:
A. Borichev, R. Mortini, N. Nikolski, K. Seip
Participants
| E.
Abakumov |
A.
Aleksandrov |
N.
Arcozzi |
A.
Baranov |
J.E.
Brennan |
A. Borichev |
| P. Casazza | K. Dyakonov | H. Hedenmalm | K. Kellay | N. Lev | J. Lyubarskii |
| R. Mortini | A.
Nicolau |
J.F. Olsen | S. Petermichl | A. Poltoratski | R. Rochberg |
| E. Saksman | C. Sundberg | T. Trent | V.
Vasyunin |
* |
* |
| B. Wick | R. Zarouf |
N. Nikolskii and K. Seip had to cancel their participation
| Monday
01.11.2010 |
||
| 9.10 |
The
opening |
|
| 09.30-10.30 |
The
Kadison-Singer Problem |
Casazza |
| 10.45-11.45 |
Sampling
of multiband signals and quasicrystals |
Lev |
| 14.00-15.00 |
Completeness
of systems of exponentials in L2-spaces |
Poltoratski |
| 15.45-16.45 |
A
remark on Hardy spaces in infinitely many variables |
Olsen |
| 17.00-18.00 |
TBA |
|
| Tuesday
02.11.2010 |
||
| 09.30-10.30 | Analytic
capacity and some problems in approximation theory |
Brennan |
| 10.45-11.45 | Distances
Induced by Reproducing Kernel Hilbert Spaces |
Rochberg |
| 14.00-15.00 | Perturbartions
of normal operators |
Aleksandrov |
| 15.45-16.45 | Resolvent
estimate For operators with finite spectrum |
Zarouf |
| 17.00-18.00 | On
the growth of frequently hypercyclic entire functions |
Saksman |
| Wednesday
03.11.2010 |
||
| 9.30-10.30 |
Problem
session |
|
| 13.00-18.00 |
||
| Thursday
04.11.2010 |
||
| 09.30-10.30 | Sampling near the critical density | Lyubarskii |
| 10.45-11.45 | Trace H∞-algebras
with a given critical constant |
Vasyunin |
| 14.00-15.00 | Corona
theorems and reproducing kernels having 1-positive square |
Trent |
| 15.45-16.45 | Local
ABC theorems for analytic functions |
Dyakonov |
| 17.00-18.00 | Truncated
Toeplitz operators: existence of bounded symbols |
Baranov |
| Friday
05.11.2010 |
||
| 09.30-10.30 | Function
spaces related to the Dirichlet space and a Nehari-type theorem
for the Dirichlet space |
Arcozzi |
| 10.45-11.45 | Heisenberg uniqueness pairs and the Klein-Gordon equation | Hedenmalm |
| 14.00-15.00 | Differentiability
of functions in the Zygmund class |
Nicolau |
| 15.45-16.45 | BMO Estimates for the H∞ Corona Problem | Wick |
| 17.00-18.00 | The
generalized Corona problem |
Mortini |
THE END