Nonlinear random walks optimize the trade-off between cost and prevention in epidemics lockdown measures : the ESIR model
Bram A. Siebert, James P. Gleeson, M. Asllani

TL;DR
This paper introduces the ESIR model, a nonlinear random walk approach on metapopulation networks that optimizes epidemic containment while minimizing social and economic costs through targeted social distancing.
Contribution
The paper presents a novel ESIR model based on nonlinear random walks with capacity constraints, enabling effective epidemic control with minimized mobility impact.
Findings
Model reduces disease spread effectively.
Approaches Pareto optimality in mobility and health outcomes.
Validated on empirical transport networks.
Abstract
Contagious diseases can spread quickly in human populations, either through airborne transmission or if some other spreading vectors are abundantly accessible. They can be particularly devastating if the impact on individuals' health has severe consequences on the number of hospitalizations or even deaths. Common countermeasures to contain the epidemic spread include introducing restrictions on human interactions or their mobility in general which are often associated with an economic and social cost. In this paper, we present a targeted model of optimal social distancing on metapopulation networks, named ESIR model, which can effectively reduce the disease spreading and at the same time minimize the impact on human mobility and related costs. The proposed model is grounded in a nonlinear random walk process that considers the finite carrying capacity of the network's metanodes, the…
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