Selected article for: "model parameter and transmission probability"

Author: Zoltan Neufeld; Hamid Khataee
Title: Targeted adaptive isolation strategy for Covid-19 pandemic
  • Document date: 2020_3_31
  • ID: 80d9p4j8_2
    Snippet: where the parameter k characterises the probability of transmission of infection from the infected (I) to the susceptible (S) fraction of the population, and γ is the rate of recovery, which is assumed to lead to immunity or death ((R)). The behavior of the model depends on a single non-dimensional parameter R 0 = k/γ which is the number of new infections caused by a single infected in a fully susceptible population. The condition for an epidem.....
    Document: where the parameter k characterises the probability of transmission of infection from the infected (I) to the susceptible (S) fraction of the population, and γ is the rate of recovery, which is assumed to lead to immunity or death ((R)). The behavior of the model depends on a single non-dimensional parameter R 0 = k/γ which is the number of new infections caused by a single infected in a fully susceptible population. The condition for an epidemic outbreak is R 0 > 1, otherwise the infection dies out monotonously. Typical estimates of R 0 for the COVID epidemic are roughly in the range 2 − 3.5 [3] [4] [5] . We will use γ = 0.1 day −1 consistent with a typical recovery time of around 1 − 2 weeks [3] [4] [5] . A few example solutions of the model (1) for different values of R 0 are shown in Fig. 1(a) .

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