Final Size and Partial Distance Estimate for a Two-Group SEIRD Model

par M. Matheus Santos (Instituto Nacional de Matemática Pura e Aplicada - Rio de Janeiro)

jeudi 12 sept. 2024, 11:00 → 12:15 Europe/Paris

Auditorium 4 - 1st floor (Toulouse School of Economics)

In this paper we consider a SEIRD epidemic model for a population composed by two groups of individuals with asymmetric interaction. Given an approximate solution for the two-group model, we estimate the error of this approximation to the unknown solution to the second group based on the known error that the approximation has with respect to the solution to the first group. We also study the final size of the epidemic for each group. We illustrate our results with the spread of the coronavirus disease 2019 (COVID-19) pandemic in the New York County (USA) for the initial stage of the contamination, and in the cities of Petrolina and Juazeiro (Brazil).