OPTIMAL CONTROL OF SEIHR MATHEMATICAL MODEL OF COVID-19.

Autor: YODA, YACOUBA, OUEDRAOGO, DRAMANE, OUEDRAOGO, HAROUNA, GUIRO, ABOUDRAMANE
Předmět:
Zdroj: Electronic Journal of Mathematical Analysis & Applications; Jan2023, Vol. 11 Issue 1, p134-161, 28p
Abstrakt: In this paper, we propose a SEIHR model of covid-19 in which we introduce the unreported infected people and persons who are hospitalized. We introduce a function that represents the effect on the compartments of different measures taken after the epidemic beginning. Then, we find the disease free equilibrium point and study its global stability. Also, we introduce two controls strategies in the model, namely: the vaccination and treatment strategies. After computing the pair of optimal functions of the controls, we perform some numerical simulations for illustrations. [ABSTRACT FROM AUTHOR]
Databáze: Complementary Index