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Microlocal Analysis and Applications to PDEs

As a part of the activities of the Research Group "Phase Space Analysis of Partial Differential
Equations", on November 20 and 21, 2006 a workshop on "Microlocal Analysis and Applications to
PDEs" will be held at the Centro di Ricerca Matematica "Ennio De Giorgi" in Pisa.

The workshop will focus on some topics which characterize the Phase Space Analysis: local
solvability and subellipticity problems for scalar operators and for systems, estimates from below
for vectorial operators, strong unique continuation problems, fluidodynamics, dispersion for the
wave equation and uniqueness for the transport with non-smooth vector fields.

This workshop will try to bring together researchers in these fields, encouraging the exchange of
ideas and providing an up to date description of the subject. During the meeting the most recent
developments on these topics will be presented by some of the leading experts in the field, as well
as by younger researchers.

Speakers: Luigi Ambrosio (Scuola Normale Superiore), Nils Dencker (Lund University), Isabelle Gallagher (Université Paris VII), Herbert Koch (Universitaet Bonn), Gilles Lebeau (Université de Nice Sophia-Antipolis), Alberto Parmeggiani (Università di Bologna), Ludovico Pernazza (Università di Pavia).
http://cvgmt.sns.it/event/54/

When
Mon Nov 20 – Tue Nov 21, 2006