Abstract:
This article discusses the stability analysis of mathematical model of zika virus
transmission. The model uses a system of ordinary differential equation that consists
of two compartments for mosquito (vector) and human (host). Mosquito population
is divided into the susceptible and infected population. Whereas, human population
is divided into the susceptible, infected and recovered population. In this model,
there are two cases being observed based on their equilibrium points by reproduction
number and Routh-Hurwitz criteria. Furthermore, simulation is given for each case
to show the behaviour and the stability
