Publication: Inverse problem for coefficients of equations describing propagation of COVID-19 epidemic
Дата
2021
Авторы
Leonov, A. S.
Nagornov, O. V.
Tyuflin, S. A.
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© 2021 Institute of Physics Publishing. All rights reserved.The inverse problems for coefficients of ordinary differential equations describing propagation of coronavirus infection are studied. The well-known models of SEI and SEIR, and their generalization are used. Important role plays the coefficients of these equations that can be estimated by in-direct observations and depends on many factors. This approach allowed us to solve the problem with several waves of epidemic and to predict further propagation.
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Leonov, A. S. Inverse problem for coefficients of equations describing propagation of COVID-19 epidemic / Leonov, A.S., Nagornov, O.V., Tyuflin, S.A. // Journal of Physics: Conference Series. - 2021. - 2036. - № 1. - 10.1088/1742-6596/2036/1/012028