The Continuous and Discrete Stability Characterization of Hepatitis B Deterministic Model

The hepatitis B infection is a global epidemic disease which huge risk to the public health. In this paper, transmission dynamics of deterministic model are presented and studied. basic reproduction number attained by applying it, local as well stability disease-free endemic equilibria continuous discussed. To better understand disease, discrete nonstandard finite difference (NSFD) scheme produced for model. Different criteria employed check NSFD scheme. Our findings demonstrate that convergent all step sizes consequently reasonable in respect All aforementioned properties their effects also proved numerically at each stage show mathematical biological feasibility. theoretical numerical used paper can be helpful tool predicting other infectious diseases.