ARTICLE
Modeling the effects of contact tracing on COVID-19 transmission
- Advances in Difference Equations , 509 : 1-12
Lien de l'article :
https://doi.org/10.1186/s13662-020-02972-8
Discipline :
Mathématiques
Auteur(s) :
Ali Traoré, Fourtoua Victorien Konané
Auteur(s) tagués :
KONANE Fourtoua Victorien
Renseignée par : KONANE Fourtoua Victorien
Résumé
In this paper, a mathematical model for COVID-19 that involves contact tracing is studied. The contact tracing-induced reproduction number Rq
and equilibrium for the model are determined and stabilities are examined. The global stabilities results are achieved by constructing Lyapunov functions. The contact tracing-induced reproduction number Rq
is compared with the basic reproduction number R0
for the model in the absence of any intervention to assess the possible benefits of the contact tracing strategy.
Mots-clés
COVID-19, Mathematical model, Stability, Lyapunov function, Contact tracing