DY 18: Pattern Formation, Delay and Nonlinear Stochastic Systems
Dienstag, 19. März 2024, 09:30–13:00, BH-N 128
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09:30 |
DY 18.1 |
Hauptvortrag:
Phase field method to model single cell locomotion and collective cell interactions — •Sergio Alonso
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10:00 |
DY 18.2 |
Influence of physical interactions on spatiotemporal patterns — •Chengjie Luo, Lucas Menou, and David Zwicker
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10:15 |
DY 18.3 |
The contribution has been withdrawn.
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10:30 |
DY 18.4 |
A universal description of stochastic oscillators — Alberto Pérez-Cervera, Boris Gutkin, Peter J. Thomas, and •Benjamin Lindner
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10:45 |
DY 18.5 |
Detecting a periodic signal by a population of spiking neurons in the weakly nonlinear response regime — •Maria Schlungbaum and Benjamin Lindner
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11:00 |
DY 18.6 |
Self-organizing patterns in crossing flows of pedestrians — •Pratik Mullick
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11:15 |
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15 min. break
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11:30 |
DY 18.7 |
Laminar chaos in systems with random delay — •David Müller-Bender and Günter Radons
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11:45 |
DY 18.8 |
Temporal localized states in an injected Kerr Gires-Tournois Interferometer: The influence of phase modulation. — •Marc Hunkemöller, Thomas Seidel, Svetlana Gurevich, and Julien Javaloyes
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12:00 |
DY 18.9 |
Temporal localized states in an injected Kerr-Gires-Tournois interferometer in the regime of anomalous dispersion — •Tim Lohmann, Thomas G. Seidel, Julien Javaloyes, and Svetlana V. Gurevich
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12:15 |
DY 18.10 |
Solitons beyond the uniform field limit in injected Kerr resonators — Thomas Seidel, Julien Javaloyes, and •Svetlana Gurevich
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12:30 |
DY 18.11 |
Stable semivortex solitons in a fermionic condensate — •Pablo Díaz
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12:45 |
DY 18.12 |
Modeling 1/f noise using models with overlapping pulses — •Aleksejus Kononovicius and Bronislovas Kaulakys
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