Representation theory
and Complex Analysis
VIU, Island of San Servolo, Venice - June 10 - 17, 2004

Course directors:

Prof. Enrico Casadio Tarabusi (Univ. "La Sapienza", Roma)
   casadio@mat.uniroma1.it
Prof. Andrea D'Agnolo (Univ. di Padova)
   dagnolo@math.unipd.it
Prof. Massimo A. Picardello (Univ. "Tor Vergata", Roma)
   picard@mat.uniroma2.it



Deadline
March 20, 2004


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Lectures:

Prof. Michael G. Cowling
Univ. of New South Wales 		Applications of representation theory
to harmonic analysis of Lie groups (5 hours)
   Abstract

Prof. Edward V. Frenkel
Univ. of California at Berkeley 		Recent developments in the geometric
Langlands Program (5 hours) Abstract

Prof. Masaki Kashiwara
Kyoto University 		Equivariant derived category and representation
of semisimple Lie groups (5 hours) Abstract

Prof. David A. Vogan Jr.
Massachusetts Institute of
Technology 		Unitary representations and complex analysis
(5 hours)    Abstract

Prof. Alain Valette
Neuchâtel, Switzerland 		Amenability (4 hours)

Prof. Nolan R. Wallach
University of California at San Diego 		Representation theory of Lie groups and applications
(5 hours)


CIME activity is supported by Ministero degli Affari Esteri - Direzione Generale per la Promozione e la Cooperazione - Ufficio V, M.I.U.R. and INdAM