Selected article for: "parameter estimation and uniform distribution"

Author: Rafal Bogacz
Title: Estimating the probability of New Zealand regions being free from COVID-19 using a stochastic SEIR model
  • Document date: 2020_4_21
  • ID: ab71pz6v_28
    Snippet: To assess accuracy of this parameter estimation procedure we tested if the correct values of parameters can be recovered from artificially generated data. We generated 20 artificial datasets, each containing a similar amount of data that is available on the current history of cases in New Zealand. For each dataset we randomly generated γ from uniform distribution between 0.1 and 0.4, and generated β from uniform distribution between 0.05 and γ.....
    Document: To assess accuracy of this parameter estimation procedure we tested if the correct values of parameters can be recovered from artificially generated data. We generated 20 artificial datasets, each containing a similar amount of data that is available on the current history of cases in New Zealand. For each dataset we randomly generated γ from uniform distribution between 0.1 and 0.4, and generated β from uniform distribution between 0.05 and γ + 0.05. With these parameters we generated 20 sequences (corresponding to 20 DHB) of ∆R t . For each DHB, the initial numbers of presymptomatic and infectious individuals E 0 and I 0 were generated from uniform distribution between 1 and 10. The model was then simulated for 21 days according to Equations 1-5. For each dataset we estimated β and γ and compared with true values from which data were generated.

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