论文标题
流行病的动力学模型
A kinetic model for epidemic spread
论文作者
论文摘要
我们提出了一个玻尔兹曼方程，用于将三种颗粒的混合物减少到kermack-mckendrick（SIR）方程，以用于孤立人群中受感染剂的密度的时间进化。动力学模型可能更详细，并可能提供有关代理空间混合的信息。
We present a Boltzmann equation for mixtures of three species of particles reducing to the Kermack-McKendrick (SIR) equations for the time-evolution of the density of infected agents in an isolated population. The kinetic model is potentially more detailed and might provide information on space mixing of the agents.
