Location
HOCHIMINHCITY
,
Vietnam
Dates
Presentation
The program on Nonlinear Analysis consists of two parts : Holomorphic partial differential equations, variational methods for stationary and evolution partial differential equations. The aim of the school is to present recent results in these two branches of Nonlinear Analysis in a form which is accessible to graduate and doctoral students in Analysis and Applied Analysis.
Administrative and scientific coordinators
Dang Dinh Ang
(Université de Ho Chi Minh Ville,
Vietnam
,
)Alain Damlamian
(Ecole Polytechnique,
France
,
)Scientific program
Course 1: "Relaxed solutions of variational problems and applications to shape optimization theory", Giuseppe Buttazzo (University of Pisa, Italy)
Course 2: "Monotonicity, convexity, evolution and approximation in Hilbert spaces", Alain Damlamian (Ecole Polytechnique, France) and Michel Théra (université de Limoges, France)
Course 3: "Schrödinger equationswith periodic potentials", Alain Grigis (Université Paris-Nord, France)
Course 4: "The holomorphic approach to averaging and adiabatic invariant problems", Jean-Pierre Ramis (Université Paul Sabatier, France)
Course 5: "Holomorphic partial differential equations, ramified Cauchy problem", Claude Wagschal