We present a Caputo fractional order mathematical model that describes the cellular infection of the Hepatitis B virus and the immune response of the body with Holling type II functional response. We study the existence of unique positive solutions and the local and global stability of virus-free and endemic equilibria. Finally, we present numerical results using the Adam-type predictor–corrector iterative scheme.
We present a Caputo fractional order mathematical model that describes the cellular infection of Hepatitis B virus and the immune response of the body. We study the existence of unique positive solutions, and the local and global stability of the virus free and endemic equilibria. Finally, we present numerical results using the Adam-type predictor-corrector iterative scheme.
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