Mathematical Modelling to Analysis the Behaviour of Monkey Pox using Basic Reproduction Number

Abstract

Monkey pox (Mpox or MPX) is a rare viral zoonotic disease, which is related to the family of the smallpox virus. In epidemiology, the fundamental reproduction number ????0 is a key threshold parameter. Here using Jacobian matrix, we analysis the behaviour of mpox through the various mathematical models using eigen values and applying Routh Hurwitz criteria. This mathematical model also, explore various controlling factors and parameters affecting ????0. The finding of this improved epidemic model, we measure a monkey pox free state and optimal control strategy