Project: PRIN 2005
Harmonic Analysis


Holomorphic Function Spaces


Date: June 29th, 2007

Dipartimento di Matematica - Aula Buzano

Politecnico di Torino
Organizing: Marco Peloso and Anita Tabacco

Programme



10.00 - 10.15 Welcome
10.15 - 11.05 Richard Rochberg, Washington University in St. Louis (USA)
The Pick Property for Planar Domains
11.15 - 12.05 Sorin Dragomir, Università della Basilicata
The Graham-Lee connection and $C^\infty$ regularity up to the boundary of Bergman-harmonic maps
12.15 - 12.55 Nils Byrial Andersen, University of Southern Denmark
The discrete nature of entire $L^p$-functions of exponential type
Lunch
14.30 - 15.20 Roberto Paoletti, Università di Milano-Bicocca
Scaling limits for equivariant Szego kernels
15.30 - 16.20 Paolo Ciatti, Università di Padova
On the uncertainty principle and related inequalities
16.30 - 17.20 Nicola Arcozzi, Università di Bologna
About onto-interpolating sequences for the Dirichlet space


Information: anita.tabacco@polito.it
Picture:The Diederich-Fornaess worm domain in the 3-dimensional space (z_1, |z_2|^2) (by Dr. D. Ciampa)