Hradec Kralove (Czechia), September 6-10, 2010

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Spectral theory

organized by Michael Loss

Invited speakers:

Jean Dolbeault (Paris) Symmetry and symmetry breaking of extremal functions in some interpolation inequalities
Thomas Hoffmann Ostenhof (Vienna) Spectral minimal partitions
Stefan Teufel (Tuebingen) Effective Hamiltonians for Constrained Quantum Systems

Contributed talks:

Denis Borisov (Ufa) Homogenization of the waveguides with frequent alternation boundary condition
Michael J. Gruber (Clausthal) Absolutely continuous spectrum for periodic magnetic fields
Tomas Kalvoda (Prague) Resonant cyclotron acceleration of particles by a time periodic singular flux tube
Matthias Keller (Jena) Absolutely continuous spectrum for substitution trees
Yuri Kordyukov (Ufa) Adiabatic spectral asymptotics on foliated manifolds
Jiri Lipovsky (Rez near Prague) Resonances in Quantum Graphs
Igor Lobanov (St. Petersburg) Spectral properties of leaky star graph
Vladimir Lotoreichik (St. Petersburg) Weak disorder in the Kronig-Penney model: stability of the absolutely continuous spectrum and eigenvalues in gaps
Takuya Mine (Kyoto) Self-adjoint extensions of the Aharonov-Bohm Hamiltonian on Riemannian manifolds
Sergey Naboko (St.Petersburg) On the singular behaviour of spectral density for Schrodinger operators with Wigner-non-Neumann perturbation
Hagen Neidhardt (Berlin) Boundary triplets and a result of Jost and Pais: An abstract approach
Hiroaki Niikuni (Tokyo) On the degenerate spectral gaps of the one-dimensional Schroedinger operaters with periodic point interactions
Igor Popov (St.Petersburg) Spectral problems and quantum features of fluid flow in nanotube
Anatoliy Prykarpatsky (Drohobych) A generalized Hodge type analysis of Delsarte-Lions permutation operators in multidimension
Helena Sedivakova (Prague) Effective Hamiltonian in curved quantum waveguides as a consequence of strong resolvent convergence
Frantisek Stampach (Prague) On the eigenvalue problem for a particular class of Jacobi matrices
Francoise Truc (Grenoble) Weyl Law for Laplacian with constant magnetic field on noncompact hyperbolic surfaces with finite area
Matej Tusek (Prague) On the two-dimensional Coulomb-like potential with a central point interaction
Ivan Veselic (Chemnitz) Fractional moment method for non-monotone models