一类免疫反应动力学模型解的周期性及稳定性

Periodic Property and Stability of the Solutions for a Class of Dynamical Models of Immune Response

研究了一类免疫反应动力学模型的周期解及其稳定性 ,得到了存在唯一渐近稳定的周期解的充分条件 .

In this paper, we study the periodic property and stability of solutions for a class of dynamical models of immune response. Some sufficient conditions for the existence uniqueness and asymptotic stability of the solutions are obtained.