An Application of Two Models for COVID-19 in Brazil

Autores

DOI:

https://doi.org/10.5540/tcam.2025.026.e01839

Palavras-chave:

COVID-19, epidemiology, ordinary differential equations, mathematical modeling

Resumo

This work involves the study and development of epidemiological models described through systems of evolutionary and nonlinear ordinary differential equations. Additionally, it includes case studies related to the dynamics of COVID-19. The proposed original models examine the impact of contingency measures and vaccination strategies on the social dynamics of infectious diseases. Finally, a comparative discussion is presented, analyzing the results of the proposed models and their computational simulations against real data collected in Brazil.

Publicado

2025-11-28

Como Citar

Marcolino, R. S., & Meyer, J. F. C. A. (2025). An Application of Two Models for COVID-19 in Brazil. Trends in Computational and Applied Mathematics, 26(1), e01839. https://doi.org/10.5540/tcam.2025.026.e01839

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Artigo Original