Part 2. Mathematics and Computer Science

About COVID-19 viral dynamics equations

D. V. Alekseev

Lomonosov Moscow State University

Abstract: The simplest system of viral dynamics equations (cite covid) was studied. An analytical solution to the system was derived. Also, formulas for peak viral load and times for reaching the maximum and safe values of viral load were derived.

Keywords: differential equations, Lotka-Volterra, COVID-19.