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SS149: Analytic approaches on qualitative properties of solutions of PDE

Organizer(s):
Name:	Affiliation:	Country:
Annamaria BARBAGALLO	Naples University, Federico II	Italy
Maria Alessandra RAGUSA	University of CATANIA, ITALY -- RUDN Univ, 6 Miklukho Maklay St, Moscow 117198, RUSSIA	Italy
Andrea SCAPELLATO	University of CATANIA, ITALY	Italy

Abstract:
Local and global regularity properties have been studied by many authors in the last thirty years. The speakers shows new regularity results for elliptic, parabolic equations and systems, assuming that the coefficients could be discontinuous.

List of approved abstract
Name	Affiliation	Title
Annamaria Barbagallo	University of Naples Federico II	The Cauchy-Dirichlet problem for a class of hyperbolic operators with double characteristics in presence of transition: existence and uniqueness results
barbara brandolini	University of Naples Federico II	The equality case in a Poincar\`e - Wirtinger type inequality
Giuseppina D`Agui	University of Messina	Non-zero solutions for elliptic differential problems
Vincenzo Ferone	Universita` di Napoli Federico II	WEINSTOCK INEQUALITY IN HIGHER DIMENSIONS
Emanuel Guariglia	University of Naples Federico II - Dept. of Mathematics	Wavelet method for PDE`s on Besov spaces
Maria Alessandra RAGUSA	Catania University-RUDN Univ, Moscow, Russia	Effects of some estimates of functionals in calculus of variations
Andrea Scapellato	University of Catania	Parabolic equations on Morrey spaces with mixed norm