Dietz K
J Math Biol. 1979 Oct;8(3):291-300. doi: 10.1007/BF00276314.
There are a few simulation studies for interference models in the literature but the present paper discusses an analytical model for the competition of two interfering virus populations in a community. The mathematical model consist of eight coupled differential equations which have up to four equilibrium points. Criteria for local stability are given.
文献中有一些关于干扰模型的模拟研究,但本文讨论的是一个关于群落中两种相互干扰病毒种群竞争的解析模型。该数学模型由八个耦合微分方程组成,这些方程最多有四个平衡点。文中给出了局部稳定性的判据。