Dresden 2014 –
wissenschaftliches Programm
DY 27: Nonlinear Dynamics, Synchronization and Chaos - Part II
Donnerstag, 3. April 2014, 09:30–12:00, ZEU 160
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09:30 |
DY 27.1 |
Scaling of Chaos in Strongly Nonlinear Lattices — •Mario Mulansky
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09:45 |
DY 27.2 |
Instability of Velocity-Verlet Integrator as Stochastic Process — •Lothar Brendel
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10:00 |
DY 27.3 |
“Beating” beats “Mixing” in Heterodyne Detection Schemes — •Gerard J. Verbiest and Marcel J. Rost
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10:15 |
DY 27.4 |
Efficiency of Monte Carlo Methods in Chaotic Systems — •Jorge C. Leitão, João P. V. Lopes, and Eduardo G. Altmann
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10:30 |
DY 27.5 |
Magnetic Spatial Forcing of a Ferrofluid Layer — •Florian Maier, Ingo Rehberg, and Reinhard Richter
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10:45 |
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15 min break
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11:00 |
DY 27.6 |
Periodically driven oscillatory demixing — •Martin Rohloff, Julian Vogel, and Jürgen Vollmer
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11:15 |
DY 27.7 |
Chaotic and statistical properties of two coupled Pomeau-Manneville maps — •Matteo Sala, Cesar Manchein, and Roberto Artuso
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11:30 |
DY 27.8 |
Characterisation of slow cardiovascular oscillations by synchronisation techniques — •Kathrin Dabelow, Jan W. Kantelhardt, Alexander Müller, Petra Barthel, and Georg Schmidt
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11:45 |
DY 27.9 |
Unveiling generalized synchronization among coupled oscillators and geophysical signals: A recurrence perspective — •Reik V. Donner, Jan H. Feldhoff, and Jonathan F. Donges
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