Department of Mathematics

Seminar / Workshop

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matematica
Generalized Contact Matrices Allow Integrating Socio-economic Variables into Epidemic Models
Seminario periodico del Dipartimento di Matematica
, TIME 16:00
Ferrari 1 Building ,Via Sommarive 5, Povo (Trento)
Aula A222
Free
Organizer: MBM Lab - Dipartimento di Matematica
Target audience: UniTrento students, University community
Referent: Andrea Pugliese e Cinzia Soresina
Contatti:
Staff of the Department of Mathematics
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matematica

This content is only available in Italian.

Speaker: Michele Tizzoni (University of Trento)

Abstract

Variables related to socioeconomic status (SES), including income, ethnicity, and education shape contact structures and impact the spread of infectious diseases. However, these factors are often overlooked in epidemic models, which typically stratify social contacts by age and interaction contexts. Here, we introduce and study generalized contact matrices that stratify contacts across multiple dimensions. We demonstrate a lower-bound theorem proving that disregarding additional dimensions, besides age and context, might lead to an underestimation of the basic reproductive number.

By using SES variables in both synthetic and empirical data, we illustrate how generalized contact matrices enhance epidemic models, capturing variations in behaviors such as heterogeneous levels of adherence to nonpharmaceutical interventions among demographic groups. Moreover, we highlight the importance of integrating SES traits into epidemic models, as neglecting them might lead to substantial misrepresentation of epidemic outcomes and dynamics. Our research contributes to the efforts aiming at incorporating socio-economic and other dimensions into epidemic modeling.