Q 31: Quantum gases: Optical lattices I
Tuesday, March 19, 2013, 14:00–16:15, E 001
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14:00 |
Q 31.1 |
The contribution has been withdrawn.
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14:30 |
Q 31.2 |
Semiclassical Study of Intrinsic Photoconductivity of Ultracold Fermions in Optical Lattices — •Alexander Itin, Jannes Heinze, Jasper Simon Krauser, Nick Fläschner, Bastian Hundt, Sören Götze, Klaus Sengstock, Christoph Becker, and Ludwig Mathey
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14:45 |
Q 31.3 |
Motional coherence of fermions immersed in a bosonic bath — •Raphael Scelle, Arno Trautmann, Tobias Rentrop, and Markus K. Oberthaler
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15:00 |
Q 31.4 |
Collective modes of interacting bosons in artificial gauge fields — •Ivana Vidanovic, Ulf Bissbort, and Walter Hofstetter
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15:15 |
Q 31.5 |
Gapped chiral phases and spontaneous symmetry breaking for ultracold bosons in zig-zag optical lattices — •Sebastian Greschner, Luis Santos, and Temo Vekua
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15:30 |
Q 31.6 |
Quantum simulation of curved spaces in optical lattices containing topological defects — •Nikodem Szpak
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15:45 |
Q 31.7 |
Impact of inhomogeneities on antiferromagnetism in cold atom systems — •Elena Gorelik and Nils Blümer
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16:00 |
Q 31.8 |
Direct Measurement of the Zak phase in Topological Bloch Bands — •Marcos Atala, Monika Aidelsburger, Julio T. Barreiro, Dmitry Abanin, Takuya Kitagawa, Eugene Demler, and Immanuel Bloch
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