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Dresden 2017 – scientific programme

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DY: Fachverband Dynamik und Statistische Physik

DY 26: Posters - Statistical Physics, Stochastic Thermodynamics

Tuesday, March 21, 2017, 18:15–21:00, P3

  18:15 DY 26.1 The contribution has been withdrawn.
  18:15 DY 26.2 The contribution has been withdrawn.
18:15 DY 26.3 Determination of elastic constants in the isothermal-isobaric ensemble — •Dominik Lips and Philipp Maass
18:15 DY 26.4 Impact of heterogeneities in power generation and transmission line admittances on power grid stability — •Matthias Wolff, Pedro Lind, and Philipp Maass
18:15 DY 26.5 Machine learning quantum phases of matter beyond the fermion sign problem — •Peter Broecker, Simon Trebst, Juan Carrasquilla, and Roger Melko
18:15 DY 26.6 Nonequilibrium thermodynamics in the strong coupling and non-Markovian regime based on a redefined system-environment partition — •Philipp Strasberg
18:15 DY 26.7 Apparent Entropy Production in Networks with Hidden Degrees of Freedom — •Matthias Uhl, Patrick Pietzonka, and Udo Seifert
18:15 DY 26.8 Dissipationless precision by counting the time spent in a state — •Somrita Ray and Andre C Barato
18:15 DY 26.9 Work and Power in the Strong Coupling RegimeMartí Perarnau-Llobet, •Henrik Wilming, Arnau Riera, Rodrigo Gallego, and Jens Eisert
18:15 DY 26.10 On the Role of Latent Variables in Stochastic Thermodynamics — •Jannik Ehrich and Andreas Engel
18:15 DY 26.11 Percolation transition of Fortuin-Kasteleyn clusters for the three-dimensional ± J random-bond-Ising model — •Hauke Fajen and Alexander K. Hartmann
18:15 DY 26.12 Phase diagram and critical phase transitions of driven granular matter in quasi 2d — •Thomas Schindler and Sebastian Kapfer
18:15 DY 26.13 A Linear Programming Approach to Graph-Coloring — •Daniel Grujic and Alexander K. Hartmann
18:15 DY 26.14 Multifractal finite-size scaling at the Anderson transition in the unitary symmetry classJakob Lindinger, Andreas Buchleitner, and •Alberto Rodríguez
18:15 DY 26.15 Characterisation of the superfluid to Mott insulator transition from multifractal fluctuations in Hilbert space — •Jakob Lindinger, Andreas Buchleitner, and Alberto Rodríguez
18:15 DY 26.16 Analysis of bifurcations in stochastic biological networks with few nodes — •Marc Mendler, Johannes Falk, and Barbara Drossel
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