Inviamo qui di seguito il calendario delle lezioni che si terranno la prossima settimana presso il Centro De Giorgi, nell'ambito dei trimestri su 'Analisi nello spazio delle fasi per equazioni a derivate parziali' e 'Analisi Armonica'.

CENTRO DI RICERCA MATEMATICA ENNIO DE GIORGI

'Phase Space Analysis of Partial Differential Equations' & 'Harmonic Analysis'

26-30 Aprile 2004

Collegio Puteano, Sala Conferenze

Lunedì 26 10-11: J. Hounie (Universidade San Carlos) 11-12: P. Auscher (Université Paris XI-Orsay) 15-16: T. Coulhon (Université de Cergy-Pontoise) 16-17: H. Smith (University of Washington) 17-18: H. Smith

Martedì 27 10-11: P. Gérard (Université de Paris-Sud) 11-12: P. Gérard 15-16: P. Auscher 16-17: D. Tataru (University of California at Berkeley) 17-18: D. Tataru

Mercoledì 28 10-11: P. D. Cordaro (Universidade de São Paulo) 11-12: P. D. Cordaro 15-16: P. Tchamitchian (Université de Marseille) 16-17: S. Klainerman (Princeton University) 17-18: S. Klainerman

Giovedì 29 10-11: D. Tataru 11-12: H. Smith 15-16: P. Auscher 16-17: P. Gérard 17-18: P. Gérard

Venerdì 30 10-11: S. Krantz (Washington University in St. Louis) 11-12: A. Stefanov (Kansas University) 15-16: P. Tchamitchian 16-17: P. D. Cordaro 17-18: P. D. Cordaro ============================================================ CORSI: P. Auscher (Université Paris XI-Orsay), Beyond Calderòn-Zygmund theory T. Coulhon (Université de Cergy-Pontoise), Riesz transform on non-compact Riemannian manifolds and heat kernel regularity P. D. Cordaro (Universidade de São Paulo), Microlocal analysis applied to locally integrable structures P. Gérard (Université Paris Sud), The Cauchy problem for the nonlinear Schrödinger equation on compact manifolds J. Hounie (Universidade San Carlos), A strong uniqueness theorem for planar vector fields S. Klainerman (Princeton University), The mathematics of General Relativity and nonlinear wave equations S. Krantz (Washington University in St. Louis), Analysis on the worm domain H. Smith (University of Washington), Wave packet methods and boundary value problems A. Stefanov (Kansas University), Strichartz estimates for the Schrödinger equation with small magnetic potential D. Tataru (University of California at Berkeley), Phase space analysis and nonlinear dispersive equations P. Tchamitchian (Université de Marseille), Koch and Tataru solutions to Navier-Stokes equations in the space, asymptotic behaviour and stability property

Giulia Curciarello Segreteria Didattica tel: 050-2213219 e-mail curciare@dm.unipi.it

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