Noise-Driven Dynamics in Far-from-Equilibrium-Systems III
FOCUS · MAR-J70 · ID: 3097243
Presentations
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Dynamical phase transitions in eco-evolutionary systems
ORAL · Invited
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Presenters
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Trevor K GrandPre
- Princeton University
Authors
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Trevor K GrandPre
- Princeton University
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Stephen Martis
- Memorial Sloan Kettering Cancer Center (MSK)
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David J Schwab
- CUNY Graduate Center
- The Graduate Center, CUNY
- CUNY
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Elucidating rates of rare transitions in nonequilibrium systems via optimal pathways
ORAL
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Publication: E. R. Heller & D. T. Limmer, Phys. Rev. Res., accepted; arXiv:2403.18794, Evaluation of transition rates from nonequilibrium instantons.
Presenters
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Eric R Heller
- University of California, Berkeley
Authors
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Eric R Heller
- University of California, Berkeley
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David T Limmer
- Department of Chemistry, University of California, Berkeley
- University of California, Berkeley
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Generalized Fluctuation Dissipation Relations for Active Field Theories
ORAL
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Publication: M. K. Johnsrud and R. Golestanian, Generalized Fluctuation Dissipation Relations for Active Field Theories, arXiv:2409.14977.
Presenters
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Martin K Johnsrud
- Max Planck Institute for Dynamics and Self-Organization
Authors
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Martin K Johnsrud
- Max Planck Institute for Dynamics and Self-Organization
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Ramin Golestanian
- Oxford University/Max Planck Institute for Dynamics and Self-Organization
- Max Planck Institute for Dynamics and Self-Organization (MPI-DS)
- Max Planck Institute for Dynamics and Self-Organization
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Kinesin operates as a Maxwell demon to leverage nonequilibrium fluctuations
ORAL
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Presenters
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Matthew Leighton
- Yale University
Authors
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Matthew Leighton
- Yale University
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Johan du Buisson
- Simon Fraser University
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Jannik Ehrich
- Simon Fraser University
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Avijit Kundu
- Simon Fraser University, Burnaby, British Columbia, Canada
- Simon Fraser University
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Tushar Kanti Saha
- Simon Fraser University
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John Bechhoefer
- Simon Fraser University
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David A Sivak
- Simon Fraser University
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Signatures of irreversibility in the fluctuation statistics of spatially extended noise-driven systems
ORAL
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Publication: J. C. Neu and S. W. Teitsworth, arXiv:2403.10728 (2024).
Presenters
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Stephen W Teitsworth
- Duke University
Authors
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Stephen W Teitsworth
- Duke University
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John C Neu
- University of California, Berkeley
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A generalization of the martingale property of entropy production in stochastic systems
ORAL
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Presenters
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Tom Chou
- University of California, Los Angeles
Authors
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Xiangting Li
- University of California, Los Angeles
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Tom Chou
- University of California, Los Angeles
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Generalizing linear response to higher orders in minimal-work finite-time protocols
ORAL
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Publication: In preparation: "Generalizing linear response to higher orders in minimal-work protocols"
Presenters
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Samuel H D'Ambrosia
- University of California, Berkeley
Authors
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Samuel H D'Ambrosia
- University of California, Berkeley
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Adrianne Zhong
- University of California, Berkeley
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Michael R DeWeese
- University of California, Berkeley
- UC Berkeley
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Two dimensional random walks in random environments exhibit 2+1D KPZ fluctuations despite the 2+1D KPZ not being well defined
ORAL
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Presenters
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Jacob Hass
- University of Oregon
Authors
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Jacob Hass
- University of Oregon
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Franscesca J Ark
- University of Oregon
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Eric Corwin
- University of Oregon
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Thermodynamic uncertainty relation for nonequilibrium systems driven by active Ornstein-Uhlenbeck noise
ORAL
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Publication: Hyeong-Tark Han, Jae Sung Lee, Jae-Hyung Jeon, to be submitted
Presenters
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Hyeong-Tark Han
- POSTECH
Authors
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Hyeong-Tark Han
- POSTECH
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Jae Sung Lee
- Korea Institute for Advanced Study
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Jae-Hyung Jeon
- POSTECH/APCTP
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Cartography of low-dimensional dynamical systems and their spiking properties
ORAL
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Presenters
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Nicolas Romeo
- University of Chicago
Authors
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Nicolas Romeo
- University of Chicago
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Chris Chi
- University of Chicago
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Aaron R Dinner
- University of Chicago
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Elizabeth R Jerison
- University of Chicago
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Estimating Irreversibility in Nonequilibrium Systems using Contrastive Learning
ORAL
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Presenters
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Ravin Raj
- Princeton University
Authors
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Ravin Raj
- Princeton University
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Catherine Ji
- Princeton University
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Gautam Reddy
- Princeton University
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Benjamin Eysenbach
- Princeton University
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Disorder Induced Anomalous Mobility Enhancement in Confined Geometries
ORAL
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Publication: [1] Shafir, D. and Burov, S., 2024. Disorder-induced anomalous mobility enhancement in confined geometries. Physical Review Letters, 133(3), p.037101, editor's suggestion.
[2] Shafir, D. and Burov, S., 2022. The case of the biased quenched trap model in two dimensions with diverging mean dwell times. Journal of Statistical Mechanics: Theory and Experiment, 2022(3), 033301.
[3] Shafir, D. and Burov, S. Trajectory-to-trajectory fluctuations of the quenched trap model: free transport and under confinement. Planned paper.Presenters
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Dan Shafir
- Bar Ilan University
Authors
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Dan Shafir
- Bar Ilan University
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Stanislav Burov
- Bar Ilan University
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