Exploring various long-term side effects of COVID 19 after recovery using computational simulations of a mathematical model

Abstract

Mathematical modeling and computational studies about the spread of covid 19 is the present trending research topic. Even though some of the countries around the globe are witnessing a great rise in the recovered population, a certain class of recovered people is facing serious side effects, as explored by various surveys and studies. A system of ordinary differential equations (ODE) is formulated by considering the vulnerable, hospitalized, and recovered population. An equation designed to govern various long-term side effects experienced by the recovered population is coupled with the ODE system. The resulting system is solved numerically and the possible optimization methods are discussed. © 2022 American Institute of Physics Inc.. All rights reserved.