Indam intensive period: timetable

Indam intensive period
New connections between dynamical systems and Hamiltonian PDEs
NAPOLI, April 1- June 6, 2009

NEW POST-DOC POSITION AVAILABLE! See here for details.

Timetable

	lunedi 1	martedi 2	mercoledi 3	giovedi 4	venerdi 5
9:00-10:00			V. Benci Solitary waves, solitons and vortices	S. Volberg Jacobi matrices generated by polynomial dynamics, Toda lattice, and estimates of Hilbert transform	C. Viterbo Symplectic Homogenization
10:30-11:30	(10:00-11:00) D. Bambusi Dispersion of small amplitude solutions of the Klein Gordon equation in R³	W. M. Wang Resonant perturbations of Hamiltonian systems in infinite dimensions	S. Terracini Symbolic dynamics and parabolic trajectories in the n-centre and n-body problems	J. Geng Quasi-periodic solutions for two dimensional cubic Schrodinger equation without the outer parameter	S. Cuccagna On asymptotic stability of ground states and on orbital instability of standing waves with nodes of the Nonlinear Schrödinger Equation
11:30-12:30	J. Colliander Recent Progress on NLS-type Equations	M. Procesi Nonlinear wave and Schrodinger equations on compact Lie groups and homogeneous spaces	N. Dancer Finite Morse Index Solutions of Nonlinear Elliptic Equations	B. Grébert Normal forms and geometric numerical integration of semi linear Hamiltonian PDEs	W. Craig Normal forms for free surface water waves
14:30-15:30	L. Chierchia The Kolmogorov's set for the planetary n-body problem	Cheng Chong-Qing Non-existence of KAM torus		F. Calogero Isochronous dynamical systems and the arrow of time
15:30-16:30	R. de la Llave Periodic and almost periodic whiskered solutions in lattice systems	V. Y. Kaloshin Examples of Arnold diffusion		J. You Almost Reducibility and Non-perturbative Reducibility of Quasi-Periodic Linear Systems
16:30-17:30	G. Gallavotti: Divergent series summation in Hamilton Jacobi equation (resonances)	D. Dolgopyat Dynamics of bouncing balls		A. Kiselev Nonlocal maximum principles for active scalar equations

March 30-April 3

Luca Biasco (Università "Roma Tre", Roma, Italy): An Introduction to KAM theory (10 hours)
- monday March 30: 12-13, 14-15, aula D
- tuesday March 31: 11-13, aula SP1
- wednesday April 1: 11-13, aula SP1
- thursday April 2: 11-13, aula D
- friday April 3: 11-13, aula D

April 6-10

Alfonso Sorrentino, An introduction to Mather's theory: part 1, (6 hours)
- monday april 6: 12-13, 14-15, aula SP1
- tuesday april 7: 11-13, aula SP1
- wednesday april 8: 11-13, aula SP1

April 13-17

tuesday April 14: 14-16, aula SP1: Amadeu Delshams, Instability in Hamiltonian systems via geometrical methods, I
wednesday April 15:
- 11-13, aula SP1: Alfonso Sorrentino, An introduction to Mather's theory: part 2
- 14:30-15:30, aula SP1: Guido Gentile, Quasi-periodic motions in strongly dissipative forced systems
thursday April 16:
- 12-13, aula SP1: Fabio Zanolin, Some examples of "slow chaos" in simple planar Hamiltonian systems
- 16-18, aula SP1: Alfonso Sorrentino, An introduction to Mather's theory: part 2
friday April 17: 09-11, aula SP1: Amadeu Delshams, Instability in Hamiltonian systems via geometrical methods, II

April 20-24

tuesday April 21, 11-13, aula C: Pietro Baldi, An introduction to water waves
wednesday April 22, 14:30-15:30, aula C: Philippe Bolle, A Nash Moser type theorem with parameters. Application to PDE
cancelled: thursday April 23, 11-12, aula C: Donato Fortunato, Solitary Waves, Vortices and Electromagnetic Fields

April 27-May 1

monday, April 27, 14:30-16:30, aula SP1: Piero D'Ancona, Introduction to dispersive equations
tuesday, April 28, 11:00-13:00, aula SP1: Piero D'Ancona, Introduction to dispersive equations
wednesday, April 29
- 11:00-13:00, aula SP1: Piero D'Ancona, Introduction to dispersive equations
- 14:30-16:30, aula SP1: Andrea Malchiodi, Q curvature flow on S⁴
thursday April 30, 11-13, aula SP1: Pietro Baldi, An introduction to water waves

May 4-8

monday, May 4, 14:30-16:30, aula SP1: Piero D'Ancona, Introduction to dispersive equations
tuesday, May 5,
- 11:00-13:00, aula SP1: Piero D'Ancona, Introduction to dispersive equations
- 14:30-16:30, aula SP1: Gerard Iooss , An example of infinite dimensional reversible system: Water wave theory,
wednesday, May 6,
- 11:00-13:00, aula SP1: Gerard Iooss, An example of infinite dimensional reversible system: Water wave theory,
- 14:30-15:30, aula SP1: John Gonzales, Unbounded Solutions of the Modified Korteweg-De Vries Equation
thursday, May 7, 11:00-13:00, aula SP1: Gerard Iooss, An example of infinite dimensional reversible system: Water wave theory,

May 11-15

monday, May 11, 14:30-16:30, aula SP1: Piero D'Ancona, Introduction to dispersive equations
tuesday, May 12,
- 11:00-13:00, aula SP1: Piero D'Ancona, Introduction to dispersive equations
- 14:30-16:30, aula SP1: Alessandro Portaluri, Introduction to symplectic invariants
wednesday, May 13,
- 11:00-13:00, aula SP1: Piero D'Ancona, Introduction to dispersive equations
- 14:30-16:30, aula SP1: Alessandro Portaluri, Introduction to symplectic invariants
thursday, May 14,
- 11:00-13:00, aula SP1: Piero D'Ancona, Introduction to dispersive equations
- 14:30-16:30, aula SP1: Alessandro Portaluri, Introduction to symplectic invariants
friday, May 15
- 10:00-11:00, aula SP1: Alessandro Selvitella, Semiclassical evolution for the nonlinear Schrödinger equation
- 11:00-13:00, aula SP1: Alessandro Portaluri, Introduction to symplectic invariants

May 18-22

Lars-Hakan Eliasson (Paris VII, Paris, France): Quasi-periodic Schrödinger operators (5 lectures)
Jürgen Pöschel (University of Stuttgart, Germany): Normal form theory of the defocusing nonlinear Schrödinger equation, (5 lectures)
Eduard J. Zehnder (ETH Zurich): Periodic orbits of Hamiltonian systems and symplectic invariants, (5 lectures)
Evgeny Korotyaev (Cardiff Univ., UK): Hamiltonian for KDV as a function of Marchenko-Ostrovki parameters, (1 talk)

monday, May 18
- 10:00 Welcome address
- 11:00-12:30 Lars-Hakan Eliasson 1
- 14:30-16:00 Jürgen Pöschel 1
- 16:30-18:00 Eduard J. Zehnder 1 (room M1)
tuesday, May 19
- 9:00-10:30 Lars-Hakan Eliasson 2
- 11:00-12:30 Jürgen Pöschel 2
- 15:00-16:30 Eduard J. Zehnder 2 (room M1)
wednesday, May 20
- 9:00-10:00 Lars-Hakan Eliasson 3
- 10:00-11:00 Jürgen Pöschel 3
- 11:30-12:30 Eduard J. Zehnder 3 (room M1)
- 15:00-16:00 Evgeny Korotyaev
thursday, May 21
- 9:00-10:30 Lars-Hakan Eliasson 4
- 11:00-12:30 Jürgen Pöschel 4
- 15:00-16:30 Eduard J. Zehnder 4 (room M1)
friday, May 22
- 9:00-10:00 Eduard J. Zehnder 5 (room M3)
- 10:00-11:00 Jürgen Pöschel 5
- 11:30-12:30 Lars-Hakan Eliasson 5

May 25-29

James Colliander (University of Toronto, Toronto, Canada): Maximal-in-time dynamics for nonlinear Schrödinger equations (5 lectures)
Norman Dancer (University of Sydney, Sidney, Australia): Local and global bifurcation for nonlinear mappings and applications (5 lectures)
Patrick Gerard (Paris-Sud, Paris, France): The Cauchy Problem for Weakly Dispersive Nonlinear Schrödinger Equations, (4 lectures)
Sergei B. Kuksin (École Polytechnique, Palaiseau, France): KAM for PDEs (5 lectures)

monday, May 25
- 9:00-10:00 James Colliander 1
- 10:30-11:30 Sergei Kuksin 1 (room M1)
- 11:45-12:45 Norman Dancer 1 (room M1)
- 15:00-16:30 Patrick Gerard 1 (room M1)
tuesday, May 26
- 9:00-10:30 James Colliander 2
- 11:00-12:30 Sergei Kuksin 2 (room M6)
- 14:00-15:30 Patrick Gerard 2 (room M6)
- 15:45-17:15 Norman Dancer 2 (room M6)
wednesday, May 27
- 9:00-10:00 James Colliander 3
- 10:30-11:30 Sergei Kuksin 3 (room M1)
- 11:45-12:45 Norman Dancer 3 (room M1)
- 15:00-16:30 Patrick Gerard 3 (room M1)
thursday, May 28
- 9:00-10:30 James Colliander 4
- 11:00-12:30 Sergei Kuksin 4 (room M6)
- 14:00-15:30 Patrick Gerard 4 (room M6)
- 15:45-17:15 Norman Dancer 4 (room M6)
friday, May 29
- 9:00-10:00 James Colliander 5
- 10:30-11:30 Sergei Kuksin 5 (room M1)
- 11:45-12:45 Norman Dancer 5 (room M1)