DY 8: Critical Phenomena and Phase Transitions
Montag, 31. März 2014, 15:00–18:15, ZEU 118
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15:00 |
DY 8.1 |
Corner contribution to cluster numbers in the Potts model — Istvan A. Kovacs, Eren M. Elçi, •Martin Weigel, and Ferenc Igloi
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15:15 |
DY 8.2 |
Fragmentation of Potts clusters — •Eren M. Elçi and Martin Weigel
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15:30 |
DY 8.3 |
Simulated tempering and magnetizing Monte Carlo study of crossover scaling in the 2d 3-state Potts model — Tetsuro Nagai, Yuko Okamoto, and •Wolfhard Janke
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15:45 |
DY 8.4 |
Non-equilibrium box overlap in spin glasses — •Markus Manssen, Alexander K. Hartmann, and A. Peter Young
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16:00 |
DY 8.5 |
Self-avoiding walks and Θ-polymers on crititcal percolation clusters — •Niklas Fricke and Wolfhard Janke
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16:15 |
DY 8.6 |
News and views in discontinuous phase transitions — •Jan Nagler
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16:30 |
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15 min break
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16:45 |
DY 8.7 |
Hauptvortrag:
Self-organized criticality in Hamiltonian spin systems: intriguingly ordinary or ordinarily intriguing? — •Helmut G. Katzgraber
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17:15 |
DY 8.8 |
Dynamic scaling and superdiffusion in a critical binary mixture — Dipanjan Chakraborty, Siegfried Dietrich, and •Felix Höfling
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17:30 |
DY 8.9 |
Numerical evidence for strong randomness scaling at a superfluid-insulator transition of one dimensional bosons — •Susanne Pielawa and Ehud Altman
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17:45 |
DY 8.10 |
Universal shape functions at classical critical points — •Stephen Inglis, Jean-Marie Stèphan, Paul Fendley, and Roger G. Melko
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18:00 |
DY 8.11 |
Queue with exclusion — •Chikashi Arita and Andreas Schadschneider
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