Initialization of a Disease Transmission Model
H{\aa}kan Runvik, Alexander Medvedev, Robin Eriksson, Stefan Engblom

TL;DR
This paper proposes methods to initialize a complex COVID-19 epidemiological model for Sweden, combining a detailed Markov chain with a simplified linear system to improve outbreak prediction and intervention evaluation.
Contribution
It introduces a novel approach to estimate initial states of a large epidemiological model using simplified models and compares two estimation techniques.
Findings
Simplified model captures key epidemiological variables.
Model becomes unobservable for certain parameters.
Comparison of estimation methods highlights their strengths and weaknesses.
Abstract
Approaches to the calculation of the full state vector of a larger epidemiological model for the spread of COVID-19 in Sweden at the initial time instant from available data and with a simplified dynamical model are proposed and evaluated. The larger epidemiological model is based on a continuous Markov chain and captures the demographic composition of and the transport flows between the counties of Sweden. Its intended use is to predict the outbreak development in temporal and spatial coordinates as well as across the demographic groups. It can also support evaluating and comparing of prospective intervention strategies in terms of e.g. lockdown in certain areas or isolation of specific age groups. The simplified model is a discrete time-invariant linear system that has cumulative infectious incidence, infected population, asymptomatic population, exposed population, and infectious…
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