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Regensburg 2016 – scientific programme

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TT: Fachverband Tiefe Temperaturen

TT 63: Low-Dimensional Systems: 2D - Theory

Thursday, March 10, 2016, 09:30–13:00, H21

09:30 TT 63.1 Giant valley drifts in uniaxially strained monolayer MoS2 — •Udo Schwingenschlögl, Qingyun Zhang, Yingchun Cheng, and Li-Yong Gan
09:45 TT 63.2 Coexistence of incommensurate magnetism and superconductivity in the two-dimensional Hubbard modelHiroyuki Yamase, •Andreas Eberlein, and Walter Metzner
10:00 TT 63.3 Physical dipoles and second order perturbation theory for dipolar fermions in two dimensions — •Philipp Lange, Jan Krieg, and Peter Kopietz
10:15 TT 63.4 Thermodynamics and renormalized quasiparticles in the vicinity of the dilute Bose gas quantum critical point in two dimensions — •Jan Krieg, Simon Streib, Dominik Straßel, Sebastian Eggert, and Peter Kopietz
10:30 TT 63.5 Nonlocal density interactions on the honeycomb and bilayer square lattice — •Stefan Wessel and Michael Golor
10:45 TT 63.6 Spin spectral functions of a quantum spin liquid phase on the kagome lattice from quantum Monte Carlo — •Maximilian Lohöfer and Stefan Wessel
11:00 TT 63.7 Boson-fermion duality for corner entanglement entropies in free field theories — •Johannes Helmes, Lauren Hayward Sierens, Anushya Chandran, and Roger Melko
  11:15 15 min. break
11:30 TT 63.8 High-performance functional renormalization group calculations for interacting fermions on the square lattice — •Julian Lichtenstein, David Sánchez de la Peña, Stefan A. Maier, and Carsten Honerkamp
11:45 TT 63.9 A functional Renormalization Group calculation with high wavevector resolution for extended Hubbard models on the honeycomb lattice — •David Sánchez de la Peña, Julian Lichtenstein, Stefan Maier, and Carsten Honerkamp
12:00 TT 63.10 Frequency-dependent interactions in a two-patch model — •Timo Reckling and Carsten Honerkamp
12:15 TT 63.11 Efficiency of the Hybrid Quantum Monte Carlo Method for Hubbard type models. — •Stefan Beyl, Fakher F. Assaad, and Florian Goth
12:30 TT 63.12 Spontaneous breaking of particle-hole-symmetry on a Lieb-lattice — •Johannes S. Hofmann, Thomas C. Lang, Martin Bercx, and Fakher F. Assaad
12:45 TT 63.13 Finite-Temperature Sensitivity of Entanglement Spectra and Their Numerical Reconstruction from Rényi Entropies — •Wilfried Michel, Peter Broecker, and Simon Trebst
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