"Spectral Theory and Mathematical Physics"
In honor of Vladimir Georgescu
Cergy-Pontoise, June 21-24, 2016.
Photo Credit: Cergy - Axe majeur,
www.cergypontoise.fr/jcms/p2_85721/fr/le-patrimoine-moderne
| Program Spyros Alexakis Kaïs Ammari Jean-Marc Bouclet Jan Derezinski Clotilde Fermanian Kammerer Christian Gérard Sylvain Golénia Dietrich Häfner Matti Lassas Mathieu Lewin Jacob Schach Moller Francis Nier Victor Nistor Benoit Pausader Main page |
Mathieu Lewin: A many-body RAGE theorem Abstract: The RAGE theorem is a famous result of Ruelle, Amrein, Georgescu and Enss about the long time dynamics of the Schrödinger equation. In this talk I will describe a new RAGE theorem for N-body quantum systems, proved in collaboration with Jonas Lampart (Paris-Dauphine). The result says that only bound states of systems with 0 ≤ n ≤ N particles persist in the long time average. The limit is formulated by means of an appropriate weak topology for many-body systems. |
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