Title:
MATHEMATICAL MODELING OF THE APPEARANCE OF MULTIPLE WAVES IN THE SARS-COV-2 CORONAVIRUS

Authors:
Yuri Alcántara Olivero, Sandy Sánchez Domínguez and Antonio Iván Ruiz Chaveco

Abstract:
In this paper an analysis is made of the characteristics that the infection process by means of the SARS-CoV2 coronavirus must present so that multiple waves can appear. A model is made that simulates this process according to the sign of the preceding numerical value of the infected population. When the sign is different from zero, conclusions are reached regarding the behavior of infected, recovered and susceptible populations, but when this sign is zero, the system that models the process is simplified, and applying the qualitative theory of differential equations conclusions are reached regarding the behavior of the process. At the end, graphs are made corresponding to concrete examples that corroborate the results obtained from the theoretical point of view.

Keywords:
Mathematical Model, epidemic, disease, transmission.

DOI:
http://dx.doi.org/10.52267/IJASER.2022.3309