DY 29: Quantum Chaos I
Thursday, March 17, 2011, 10:15–12:30, ZEU 255
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10:15 |
DY 29.1 |
Planar anharmonic two-electron quantum dots — •Sebastian Schröter, Johannes Eiglsperger, Moritz Schönwetter, and Javier Madroñero
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10:30 |
DY 29.2 |
Phase-Space Properties of a Classical Non-Harmonic Two-Electron Quantum Dot — •Moritz Schönwetter, Javier Madroñero, Sebastian Schröter, and Johannes Eiglsperger
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10:45 |
DY 29.3 |
Collective versus Single-Particle Motion in Quantum Many-Body Systems from the Perspective of an Integrable Model — •Jens Haemmerling, Boris Gutkin, and Thomas Guhr
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11:00 |
DY 29.4 |
Transport moments beyond the leading order — Gregory Berkolaiko and •Jack Kuipers
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11:15 |
DY 29.5 |
Whispering Gallery Modes by Partial Barriers in Deformed Microcavities — •Jeong-Bo Shim, Jan Wiersig, and Hui Cao
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11:30 |
DY 29.6 |
A spectrum and the eigenfunctions of a rectangular microwave Dirac billard — Stefan Bittner, Barbara Dietz, •Maksym Miski-Oglu, and Achim Richter
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11:45 |
DY 29.7 |
Random caustics and the branching of two-dimensional flows — •Jakob J. Metzger, Ragnar Fleischmann, and Theo Geisel
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12:00 |
DY 29.8 |
Flooding Signatures in Spectral Statistics — Arnd Bäcker, Steffen Löck, Normann Mertig, and •Torsten Rudolf
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12:15 |
DY 29.9 |
How long is the chaotic boundary of a billiard? — Arnd Bäcker, Roland Ketzmerick, •Steffen Löck, and Holger Schanz
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