STABILITY of SOLITARY WAVES

WORKSHOP , Pisa, May 26-30, 2014

Scientific and Organizing Committee

Andrew Comech, Scipio Cuccagna, Vladimir Georgiev, Atanas Stefanov, Nicola Visciglia

and Anna Rita Giammetta

 
Talks
 
 

TALKS.

Nabile Boussaid On the spectral (in)stability of nonlinear Dirac equations
Anna Ghazaryan Stability of traveling waves in parabolic and partly parabolic systems
Michael
Jenkinson
On-Site and Off-Site Solitary Waves of the Discrete Nonlinear Schrödinger Equation in Multiple Dimensions
Zaher Hani Effective dynamics for the cubic nonlinear Schrodinger equation confined by domain or potential
Panos Kevrekidis
Dynamics of Vortices in Bose-Einstein Condensates: some recent developments
Eduard Kirr Global Bifurcation Picture in NLS and its Dynamical Aspects
Yuri Latushkin
The Morse and Maslov indices for periodic and for multidimensional differential operators
Jeremy Marzuola A Morse Index Theorem for Elliptic Operators on Bounded Domains
Tetsu Mizumachi Stability of solitary waves via Pego-Weinstein's method
Masahito Ohta Instability of solitary waves for nonlinear Schrodinger
equations of derivative type
Jaime Angulo Pava Extension theory approach in stability of standing waves for NLS equation with point interactions
Benoit Pausader The Euler-Maxwell system
Dmitry Pelinovsky On the orbital stability of Gaussian solitary waves in the log-KdV equation
Tuoc Phan Asymptotic stability of solitary waves in generalized Gross-Neveu and massive Thirring models
Israel Michael Sigal Magnetic Vortices, Nielsen-Olesen - Nambu strings and automorphic functions
Avy Soffer Long Range Scattering for the Klein-Gordon equation with nonhomogeneous nonlinearities
Milena Stanislavova Spectral Stability for Special Solutions of Second Order in Time PDE - Theory and Case Studies
David Stuart Hamiltonian quantization of kinks
Alim Sukhtayev On Morse and Maslov indices for multidimensional elliptic problems
Nikolay Tzvetkov Growing Sobolev norms for the cubic defocusing Schroedinger equation
Boris Vainberg Weyl Law for Signed Counting Function of Positive Interior Transmission Eigenvalues
Luis Vega Dirac equations with singular potentials

 

 

 
 

Partially supported by Contract FIRB "Dinamiche Dispersive: Analisi di Fourier e Metodi Variazionali.", 2012, NSF Contract No. 1419217, Centro di Ricerca Matematica Ennio De Giorgi, Universita' di Pisa and and Comenius project "Dynamat" 2010