DYNAMIC MODEL FOR MEASLES INFECTION WITH SEIRV+D MODEL

Abstract

This paper explores the dynamics and stability of measles infection within a specified population, utilizing the SEIRV+D model. The study commences by establishing the equilibrium points and determining the reproduction number. The stability of this equilibria is contingent on the calculated reproduction number. The research draws upon real data obtained by Public Health Institute of North Macedonia to conduct a case study. Various simulations are executed, examining a range of transmission and vaccination rates.