1. A New Bimodal Growth Speed Model With Application in Multiwave Epidemic Simulations.
- Author
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Sabzpoushan, S. H., Nozadmakvandi, D., and Cantore, Stefania
- Subjects
COMMUNICABLE diseases ,STATISTICAL models ,BIOLOGICAL models ,PREDICTION models ,HUMAN growth ,SIMULATION methods in education ,EPIDEMICS ,MATHEMATICAL models ,THEORY ,INFECTIOUS disease transmission ,COVID-19 - Abstract
An epidemic can cause enormous damage through financial and economic losses in addition to impaired health and loss of life. Good epidemic models can provide insights into ongoing waves that may facilitate public health responses and other readiness. Epidemic systems can undergo or consist of more than two driving forces; actually, they involve several. This paper deals with the modeling epidemics with two wave dynamics. We present a mathematical model with three driving forces, which is more compatible with the biology of the epidemic than conventional bilogistic and bi‐Richards ones, which have two driving forces. Simulation results show that our proposed model can predict turning points (waves) and cumulative case numbers during the two waves of epidemics satisfactorily. As a sample examination of our proposed model against real data, we show that the second phase of a typical epidemic can be detected by using less case data past the beginning of the epidemic than the bi‐Richards model. [ABSTRACT FROM AUTHOR]
- Published
- 2024
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