Summer School

Spectral Theory
of
Schrödinger Operators

Jena, July 31 - August 3, 2018

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Lecture Series

David Borthwick: Resonances in Geometric Scattering Theory

Tanya Christiansen: Resonances and Schrödinger operators

David Hasler: Random Schrödinger Operators

Contributed Talks

Edgar Assing: Laplace eigenfunctions in towers of arithmetic manifolds

Paul Geniet: On a quantum Hamiltonian in a unitary magnetic field with axisymmetric potential

Keivan Mallahi-Karai: Spectral independence and random walks on products of compact groups

Keita Mikami: Geometric Scattering for Schrödinger Operators with Asymptotically Homogeneous Potentials of Order Zero

Konstantin Schäfer: An adapted version of Lin's criterion for exactness

Kouichi Taira: Essential self-adjointness of pseudodifferential operators

Paul Wabnitz: Transfer Operator Approach to Selberg Zeta Function

There will be two additional contributed talks, to be announced later.

David Hasler (Friedrich Schiller University Jena)
Random Schrödinger Operators

TBA