Selected article for: "generation time and SIR model"
Author: Santillana, Mauricio; Tuite, Ashleigh; Nasserie, Tahmina; Fine, Paul; Champredon, David; Chindelevitch, Leonid; Dushoff, Jonathan; Fisman, David
Title: Relatedness of the incidence decay with exponential adjustment (IDEA) model, “Farr's law” and SIR compartmental difference equation models
  • Document date: 2018_3_9
    • ID: tmt8vdzj_17
    Snippet: In an earlier publication we commented on the almost identical projections generated by IDEA and a compartmental difference equation (Susceptible-Infectious-Removed, or SIR) (Fisman et al., 2013) , in the asymptotic limit when R 0 is small and when there is exponential reduction in risk over time. Below we generalize this model equivalence, to any situation where the depletion of susceptibles due to infection is small relative to the total popula.....
    Document: In an earlier publication we commented on the almost identical projections generated by IDEA and a compartmental difference equation (Susceptible-Infectious-Removed, or SIR) (Fisman et al., 2013) , in the asymptotic limit when R 0 is small and when there is exponential reduction in risk over time. Below we generalize this model equivalence, to any situation where the depletion of susceptibles due to infection is small relative to the total population size (and not only when R 0 is small). We used a "damped" version of the standard SIR model whose formulation in generation interval time scale is given by:

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