Mathematical Contact Tracing Models for the COVID-19 Pandemic: A Systematic Review of the Literature
Honoria Ocagli, Gloria Brigiari, Erica Marcolin, Michele Mongillo, Michele Tonon, Filippo Da Re, Davide Gentili, Federica Michieletto, Francesca Russo, Dario Gregori

TL;DR
This paper reviews mathematical models used during the COVID-19 pandemic that include contact tracing as a strategy to control the spread of the virus.
Contribution
The study provides a systematic review of how contact tracing was parameterized in mathematical models to mitigate the pandemic.
Findings
Most studies used compartmental models to simulate transmission, with contact tracing often in a separate compartment.
A total of 53 articles were included, showing significant heterogeneity in model assumptions and parameters.
Non-pharmaceutical interventions like quarantine and reproduction numbers were commonly considered in the models.
Abstract
Background: Contact tracing (CT) is a primary means of controlling infectious diseases, such as coronavirus disease 2019 (COVID-19), especially in the early months of the pandemic. Objectives: This work is a systematic review of mathematical models used during the COVID-19 pandemic that explicitly parameterise CT as a potential mitigator of the effects of the pandemic. Methods: This review is registered in PROSPERO. A comprehensive literature search was conducted using the PubMed, EMBASE, Cochrane Library, CINAHL, and Scopus databases. Two reviewers independently selected the title/abstract, full text, data extraction, and risk of bias. Disagreements were resolved through discussion. The characteristics of the studies and mathematical models were collected from each study. Results: A total of 53 articles out of 2101 were included. The modelling of the COVID-19 pandemic was the main…
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Taxonomy
TopicsCOVID-19 epidemiological studies · COVID-19 Digital Contact Tracing · Data-Driven Disease Surveillance
