SUPPORTED by

PROJECT PRA, 2018 - 49 of UNIVERSITY of PISA

and

TOP GLOBAL UNIVERSITY PROJECT, Waseda University

UNIT: MULTISCALE ANALYSIS, MODELLING and SIMULATION

 

 

 

Workshop Dispersive properties of Schrodinger and wave equations with perturbation

Workshop with participation of young researchers from Japan, Italy and China.

 

Pisa, 5 September 2018,

Sala Riunioni, Department of Mathematics, University of Pisa

 

 
 
 

Participants

Jacopo Bellazzini University of Sassari
Ferruccio Colombini University of Pisa, Italy
Giulio Del Corso University of Pisa, Italy
Kazumasa Fujiwara SNS, Pisa,Italy
Noriyoshi Fukaya Tokyo University of Science, Japan
Masahiro Ikeda RIKEN /Keio University, Japan
Takahisa Inui Osaka University, Japan
Chunhua Li Yanbian University of China and University of Pisa,Italy
Francesco Paolo Maiale SNS, Pisa, Italy
Valentino Magnani University of Pisa, Italy
Alessandro Michelangeli SISSA, Trieste, Italy
Raffaele Scandone SISSA, Trieste, Italy
Boris Shakarov University of Pisa, Italy
Nicola Visciglia University of Pisa, Italy

POSTER of the Workshop

prepared by Dr. Kazumasa Fujiwara

Preliminary Program of the talks

Masahiro Ikeda RIKEN /Keio University, Japan 10:00-10:40, Sala Riunioni Global dynamics below the ground state for NLS with a Dirac delta potential in 1d
Chunhua Li Yanbian University of China and University of Pisa 10:50-11:30, Sala Riunioni On the scattering problem for the NLS equation with a potential in 2D
Raffaele Scandone SISSA, Trieste 11:40-12:20 Sala Riunioni Schrodinger operators with point interactions in three dimensions
Takahisa Inui Osaka University, Japan 14:30-15:10, Sala Riunioni Strichartz estimates for the damped wave equation and its application to the energy critical nonlinear problem
Noriyoshi Fukaya Tokyo University of Science, Japan 15:30-16:10, Sala Riunioni Strong instability of standing waves for nonlinear Schrödinger equations with some attractive potential
Nicola Visciglia University of Pisa 16:30-17:10, Sala Riunioni Conservation laws and almost conservation laws for dispersive PDEs with applications
 

Organizing Committee

Kazumasa Fujiwara (SNS,Pisa), Chunhua Li (Dipartimento di Matematica, Universita' di Pisa), Vladimir Georgiev (Dipartimento di Matematica, Universita' di Pisa).

 

 
 

Partially supported by Top Global University Project of Waseda University,UNIT: MULTISCALE ANALYSIS, MODELLING and SIMULATION and by Project Pra 2018-49 of University of Pisa,