Mathematics (Apr 2024)

Modeling the Propagation of Infectious Diseases across the Air Transport Network: A Bayesian Approach

  • Pablo Quirós Corte,
  • Javier Cano,
  • Eduardo Sánchez Ayra,
  • Chaitanya Joshi,
  • Víctor Fernando Gómez Comendador

DOI
https://doi.org/10.3390/math12081241
Journal volume & issue
Vol. 12, no. 8
p. 1241

Abstract

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The COVID-19 pandemic, caused by the SARS-CoV-2 virus, continues to impact the world even three years after its outbreak. International border closures and health alerts severely affected the air transport industry, resulting in substantial financial losses. This study analyzes the global data on infected individuals alongside aircraft types, flight durations, and passenger flows. Using a Bayesian framework, we forecast the risk of infection during commercial flights and its potential spread across an air transport network. Our model allows us to explore the effect of mitigation measures, such as closing individual routes or airports, reducing aircraft occupancy, or restricting access for infected passengers, on disease propagation, while allowing the air industry to operate at near-normal levels. Our novel approach combines dynamic network modeling with discrete event simulation. A real-case study at major European hubs illustrates our methodology.

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