Compartmental models (written as $CM$) and agent-based models (written as $AM$) are dominant methods in the field of epidemic simulation. But in the literature there lacks discussion on how to build the \textbf{quantitative relationship} between them. In this paper, we propose an agent-based $SIR$ model: $ASIR$. $ASIR$ can robustly reproduce the infection curve predicted by a given SIR model (the simplest $CM$.) Notably, one can deduce any parameter of $ASIR$ from parameters of $SIR$ without manual tuning. $ASIR$ offers epidemiologists a method to transform a calibrated $SIR$ model into an agent-based model that inherit $SIR$'s performance without another round of calibration. The design $ASIR$ is inspirational for building a general quantitative relationship between $CM$ and $AM$.
翻译:综合模型(以美元写成)和代理模型(以美元写成)是流行病模拟领域的主要方法。但在文献中,没有讨论如何在它们之间建立\ textbf{qualtial relations。在本文中,我们提出一个以代理为基础的SIR$模型:$ASIR美元。$ASIR美元可以有力地复制某个SIR模型预测的感染曲线(最简单的CM美元 )。 值得注意的是,人们可以从美元参数中推算出任何以美元为ASIR美元的参数,而无需人工调整。 $ASIR美元为流行病学家提供了一种方法,将一个校准的SIR$模型转换成一种以代理为基础的模型,在没有另一轮校准的情况下继承$的绩效。 设计用$ASIR美元是用于在CM美元和$AM美元之间建立一般定量关系的灵感。