Room 052, Graduate School of Mathematical Scieneces
Univeristy of Tokyo
June 20 (Mon):
14:00 - 14:50: I. Herbst (University of Virginia)
Smoothness and analyticity of perturbation theory for the ground state in non-relativistic qed
15:40 - 16:30 : K. Yajima (Gakushuin Univeristy)
Resolvent estimates in amalgam spaces and asymptotic expansions for Schrödinger equations
16:40 - 17:30: T. Adachi (Kobe University)
Scattering in external electric fields asymptotically constant in time: direct and inverse problems
June 21 (Tue):
10:00 - 10:50: T. Umeda (University of Hyogo)
Non-existence of threshold resonances of magnetic Dirac operators
11:20 - 12:10: C. Fernandez (Pontificia Universidad Católica de Chile)
Sojourn time and resonances in a driven system
14:00 - 14:50: H. Tamura (Okayama University)
Aharonov-Bohm effect in resonances of magnetic Schrödinger operators in two dimensions
15:40 - 16:30: R. Froese (The University of British Columbia）
AC spectrum for the Anderson model on a product of a tree with a finite graph
16:40 - 17:30: F. Hiroshima (Kyushu University)
Ground states of a scalar quantum field on pseudo-Riemannian manifolds
June 22 (Wed):
10:00 - 10:50: A. Hassell (The Australian National University)
Schrödinger propagator and Strichartz estimates for long time on nontrapping asymptotically conic manifolds
11:20 - 12:10: C. Guillarmou (École normale supérieure, Paris)
Equidistribution of Eisenstein series for some infinite volume hyperbolic manifolds
14:00 - 14:50: H. Mizutani (RIMS, Kyoto)
Strichartz estimates for Schrödinger equations with variable coefficients and unbounded potentials
15:40 - 16:30: S. Fujiie (Ritsumeikan University)
Semi-classical width of resonances created by homoclinic orbits
(Joint work with J.-F.Bony, T.Ramond, M.Zerzeri)
Organizers:
- S. Nakamura (Graduate School of Mathematical Scieneces, Univerisity of Tokyo)
- T. Adachi (Department of Mathematics, Kobe University)
Support:
This school is partially supported by JSPS Grant Kiban (A) 21144008:
“Spectral and scattering theory for Schrödinger equation”