Nonlinear differential equations and dynamical systems
Nonlinear differential equations and dynamical systems
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A model of the human immune system after a series of vaccinations, proposed in [1], is studied, and a global qualitative study of the model in some special cases is proposed. It is shown that all solutions of the model have at most most one maximum at some point t"m, next, for t t"m, t- + ~, monotonically tend to a physiological level, according to the behavior of antibody concentration observed in reality.