Learning to Mitigate Epidemic Risks: A Dynamic Population Game Approach
Ashish R. Hota (),
Urmee Maitra (),
Ezzat Elokda () and
Saverio Bolognani ()
Additional contact information
Ashish R. Hota: IIT Kharagpur
Urmee Maitra: IIT Kharagpur
Ezzat Elokda: ETH Zürich
Saverio Bolognani: ETH Zürich
Dynamic Games and Applications, 2023, vol. 13, issue 4, No 5, 1106-1129
Abstract:
Abstract We present a dynamic population game model to capture the behavior of a large population of individuals in presence of an infectious disease or epidemic. Individuals can be in one of five possible infection states at any given time: susceptible, asymptomatic, symptomatic, recovered and unknowingly recovered, and choose whether to opt for vaccination, testing or social activity with a certain degree. We define the evolution of the proportion of agents in each epidemic state, and the notion of best response for agents that maximize long-run discounted expected reward as a function of the current state and policy. We further show the existence of a stationary Nash equilibrium and explore the transient evolution of the disease states and individual behavior under a class of evolutionary learning dynamics. Our results provide compelling insights into how individuals evaluate the trade-off among vaccination, testing and social activity under different parameter regimes, and the impact of different intervention strategies (such as restrictions on social activity) on vaccination and infection prevalence.
Keywords: Dynamic population game; Epidemic mitigation; Vaccination; Testing; Perturbed best response dynamics (search for similar items in EconPapers)
Date: 2023
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Citations: View citations in EconPapers (1)
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DOI: 10.1007/s13235-023-00529-4
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