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原文連結
論文資訊
- 類型：已發表論文
- 日期：2022-06-30
摘要
We study the relative importance of two key control measures for 流行病學c spreading: endogenous 社會 self-distancing and exogenous imposed quarantine. We use the framework of adaptive 網絡s, moment-closure, and ordinary differential equations to introduce new model types of susceptible-infected-recovered (SIR) dynamics. First, we compare 計算ly expensive, adaptive 網絡 simulations with their corresponding 計算ly efficient ODE equivalents and find excellent agreement. Second, we discover that there exists a critical curve in parameter space for the 流行病學c threshold, which suggests a mutual compensation effect between the two mitigation strategies: as long as 社會 distancing and quarantine measures are both sufficiently strong, large outbreaks are prevented. Third, we study the total number of infected and
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