一类病毒与抗体的反应扩散方程组的稳定性分析

Stability analysis of a class of virus and antibody reaction diffusion equations

研究一类病毒与抗体的反应扩散方程组在Neumann边值条件下的稳定性,利用规范形理论得到了稳定性与Hopf分支发生所要满足的条件.通过分析数学模型性质得到了病毒与抗体之间的相互作用关系.

Researched the stability of virus and antibody reaction diffusion equations with time delay in the Neumann boundary value conditions in medical science.Meanwhile made the use of the theory type specification to discuss the hopf branching and stability.Through analyzing the properties of mathematical model to reflect the interaction between virus and antibody.