Fractional differential mathematical model describing the dynamics of hepatitis B viral
infection with DNA-containing capsids, the liver hepatocytes and the humoral immune …

This paper presents two models for hepatitis B, both given by fractional differential
equations. The first model is formulated without parameters that indicate drug therapy, while …

The aim of this paper is to develop a fractional order mathematical model for describing the
spread of hepatitis B virus (HBV). We also provide a rigorous mathematical analysis of the …

This paper describes the dynamics of hepatitis B by a fractional-order model in the Caputo
sense. The basic results of the fractional hepatitis B model are presented. Two equilibrium …

In this paper, we consider an SEIR model with non-linear saturated incidence rate and
temporary immunity. First, we formulate the model and find its basic reproduction number …

This work presents approximate solutions of a fractional-order design for hepatitis B virus
infection. The numerical solution of the system is given by using an implicit fractional linear …

A simple SIR model of Zika virus fever (ZIKVF) dynamics has been presented in order to
compute the basic reproduction number R0 and investigate the relative effect of each …

In this paper, we propose and investigate a fractional diffusive model for hepatitis B virus
(HBV) infection with capsids and immune response presented by cytotoxic T lymphocyte …

We propose a general fractional-order viral infection model with adaptive immune response
including both productively infected cells and latently infected cells. This model incorporates …

This paper deals with a fractional optimal control problem model that describes the
interactions between hepatitis B virus (HBV) with HBV DNA-containing capsids, liver cells …