Selected article for: "reproductive number and short term"
Author: Ralf Engbert; Maximilian M. Rabe; Reinhold Kliegl; Sebastian Reich
Title: Sequential data assimilation of the stochastic SEIR epidemic model for regional COVID-19 dynamics
  • Document date: 2020_4_17
    • ID: 855am0mv_28
    Snippet: where the total number of individual N = S + E + I + R is constant under temporal evolution due toṄ = 0. The ODE system, Eq. (1-4) , has a non-trivial equilibrium point, denoted as epidemic equilibrium (S 0 , E 0 , I 0 , R 0 ), where the number of susceptibles S 0 at equilibrium is related to basic reproductive number [9] . Since we aim at a short-term description of the system, we neglect birth and death processes here, equivalent to the limit.....
    Document: where the total number of individual N = S + E + I + R is constant under temporal evolution due toṄ = 0. The ODE system, Eq. (1-4) , has a non-trivial equilibrium point, denoted as epidemic equilibrium (S 0 , E 0 , I 0 , R 0 ), where the number of susceptibles S 0 at equilibrium is related to basic reproductive number [9] . Since we aim at a short-term description of the system, we neglect birth and death processes here, equivalent to the limit m → 0, we obtain

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