Selected article for: "interval time and population size"

Author: Colombi, Davide; Serra-Cobo, Jordi; Métras, Raphaëlle; Apolloni, Andrea; Poletto, Chiara; López-Roig, Marc; Bourhy, Hervé; Colizza, Vittoria
Title: Mechanisms for lyssavirus persistence in non-synanthropic bats in Europe: insights from a modeling study
  • Document date: 2019_1_24
  • ID: 113bnmlr_23
    Snippet: In each patch p for a compartment ! we extract a random variable from a multinomial distribution for each possible transition out of the compartment in the discrete time interval Δ . Such variable, ! ! , ! , determines the number of transitions from the compartment ! to a given compartment ! occurring in Δ . The change of population size of a compartment in the time interval because of disease dynamics is given by the sum over all random variab.....
    Document: In each patch p for a compartment ! we extract a random variable from a multinomial distribution for each possible transition out of the compartment in the discrete time interval Δ . Such variable, ! ! , ! , determines the number of transitions from the compartment ! to a given compartment ! occurring in Δ . The change of population size of a compartment in the time interval because of disease dynamics is given by the sum over all random variables extracted, each for a specific transition:

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