J. Demongeot, Q. Griette, Pierre Magal
medRxiv, 2020
The article is devoted the parameters identification in the SI model. We consider several method, starting from Liu et al. [17] to fit the early cumulative data of Sars-CoV2 in mainland China. This method provides a way to compute the parameters at the early stage of the epidemic. Next, we establish an identifiability result in the spirit of Hadeler [19]. Then we use the Bernoulli-Verhulst model as a phenomenological model to fit the data and derive some result on the parameters identification. The last part of the paper is devoted to some numerical Algorithms to fit a daily piecewise constant rate of transmission.
Cited by 6 publications.
Field of study: Mathematics