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09:30 |
TT 12.1 |
Nonequilibrium Mott-Hubbard Systems Driven by External Laser Fields — •Andreas Lubatsch and Johann Kroha
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09:45 |
TT 12.2 |
Efficient treatment of frequency dependent interactions in DMFT — •Philipp Werner and Andrew Millis
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10:00 |
TT 12.3 |
Electronic correlations in vanadium chalcogenides: BaVS3 vs BaVSe3 — •Daniel Grieger, Lewin Boehnke, and Frank Lechermann
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10:15 |
TT 12.4 |
Inequivalent routes across the metal-to-insulator transition in V2O3 — •Alessandro Toschi, Philipp Hansmann, Giorgio Sangiovanni, Maurits Haverkort, Tanusri Saha-Dasgupta, Ole K. Andersen, and Karsten Held
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10:30 |
TT 12.5 |
Insulator-to-Insulator Transition in TiOCl upon Doping — •Yu-Zhong Zhang, Kateryna Foyevtsova, Harald Jeschke, Martin Schmidt, and Roser Valenti
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10:45 |
TT 12.6 |
Disorder enhanced fluctuations in κ-(D8-ET)2Cu[N(CN)2]Br — •Jens Brandenburg, Jens Müller, Steffen Wirth, and John A. Schlueter
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11:00 |
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15 min. break
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11:15 |
TT 12.7 |
Universal critical conductivity at the metal-insulator transition in the two-dimensional Anderson-Hubbard model — •Prabuddha Chakraborty, Krzysztof Byczuk, and Dieter Vollhardt
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11:30 |
TT 12.8 |
Real-Space Renormalization Group for Anderson Localization of Interacting Electrons in the Hubbard-Anderson Model — •Roman Katzer, Peter Henseler, and Johann Kroha
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11:45 |
TT 12.9 |
Microdomain Formation near the First-Order Metal-Insulator Transition of the Hubbard Model — •Qinyong Liu and Johann Kroha
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12:00 |
TT 12.10 |
Interplay of thermal and quantum spin fluctuations on the Kagome lattice — •Dirk Wulferding, Patric Scheib, Peter Lemmens, Jens Röder, Philippe Mendels, Young Lee, Wing-Ho Ko, and Mark de Vries
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12:15 |
TT 12.11 |
Quantum magnetism of the Hubbard model on the Triangular Lattice — •Hong-Yu Yang, Andreas Läuchli, Frederic Mila, and Kai Phillip Schmidt
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12:30 |
TT 12.12 |
Quantum spin-liquid state emerging in two-dimensional correlated Dirac fermions — Zi Yang Meng, •Thomas C. Lang, Stefan Wessel, Fakher F. Assaad, and Alejandro Muramatsu
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12:45 |
TT 12.13 |
Competing interactions and symmetry breaking in the Hubbard-Holstein model — •Johannes Bauer
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