Hyperbolic Problems and Related Topics

Description

From the proceedings of the conference held at the Palazzone in Cortona, Italy in 2002. Three courses were given: by Serge Alinhac on blowup at infinity for quasi-linear Wave equations; by Jean-Michel Bony on microlocal analysis applied to evolution equations; and by Luc Robbiano and Claude Zuily on analytic scattering wave front set and applications to Schrodinger equation. Lecture topics include the Cauchy problem for strictly or weakly hyperbolic operators and their applications; semilinear, quasilinear or fully nonlinear equations; the Navier-Stokes and Schrodinger equations. Other topics discussed were the Sine-Gordon Hierarchy, oscillatory integrals and unique continuation problems, local solvability for differential or pseudodifferential operators, lower bounds of pseudodifferential systems.

Table of Contents (PDF)

Preview (PDF)

Publications