TITLE:
Stochastic Model for the Spread of the COVID-19 Virus
AUTHORS:
Majdi Elhiwi
KEYWORDS:
Stochastic Model, COVID-19, EULER Method, SEIR Model, Markov Chain
JOURNAL NAME:
Applied Mathematics,
Vol.12 No.1,
January
29,
2021
ABSTRACT: The COVID-19 pandemic has become a great challenge to scientific, biological and medical research as well as to economic and social sciences. Hence, the objective of infectious disease modeling-based data analysis is to recover these dynamics of infectious disease spread and to estimate parameters that govern these dynamics. The random aspect of epidemics leads to the development of stochastic epidemiological models. We establish a stochastic combined model using numerical scheme Euler, Markov chain and Susceptible-Exposed-Infected-Recovery (SEIR) model. The combined SEIR model was used to predict how epidemics will develop and then to act accordingly. These COVID-19 data were analyzed from several countries such as Italy, Russia, USA and Iran.