Immuno-epidemiological model of two-stage epidemic growth stage of epidemic where only people with weak
immune response are infected to the second stage where
STABILITY ANALYSIS OF A VIRAL IMMUNE RESPONSE MODEL INVOLVING TWO TIME DELAYS differential equation arising from an
immune response mathematical model. We use the monotone dynamical systems
Mathematical immunology: From phenomenological to multiphysics modelling of the
immune system in health and disease. We review the conceptual and
mathematical foundation of
modelling The Influence of Immune Response on Spreading of Viral Infection the influence of the
immune response on the infection spreading speed and on the viral load characterizing
The Influence of Immune Response on Spreading of Viral Infection by the innate
immune response mostly determined by the local interferon production. The
modeling results show
MODELING IMMUNODOMINANCE IN THE B-CELL RESPONSE TO VIRAL INFECTIONAdaptive
immune response can be accompanied by immunodominance which manifests itself
The impact of immune cell interactions on virus quasi-species formation virus replication within host cells, transportation, and the
immune response. Reaction-diffusion systems