Selected article for: "algebraic growth and model reproduce"

Author: Benjamin F Maier; Dirk Brockmann
Title: Effective containment explains sub-exponential growth in confirmed cases of recent COVID-19 outbreak in Mainland China
  • Document date: 2020_2_20
  • ID: j0nm444m_46
    Snippet: Concerning variation in the fixed model parameters, larger values of up to R 0,free = 12 yield results similar to the ones described above when adjusting the infectious period T I to larger values, as well. For lower values of R 0,free < 6, the model fails to reproduce the scaling laws observed in the data. Similarly, the fit results are reasonably robust against variations of the duration of infection in a range of T I ∈ [6 d, 20 d] with concu.....
    Document: Concerning variation in the fixed model parameters, larger values of up to R 0,free = 12 yield results similar to the ones described above when adjusting the infectious period T I to larger values, as well. For lower values of R 0,free < 6, the model fails to reproduce the scaling laws observed in the data. Similarly, the fit results are reasonably robust against variations of the duration of infection in a range of T I ∈ [6 d, 20 d] with concurrent adjustment of R 0,free . Similar effects are found for the remaining 20 affected provinces for which model fits are displayed in Fig. 3 with parameters given in Tab. II. In general, provinces with larger values of public containment leverage P exhibit a stronger agreement with the hypothesis of algebraic growth.

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