Selected article for: "growth rate and instantaneous rate"

Author: Slav W Hermanowicz
Title: Forecasting the Wuhan coronavirus (2019-nCoV) epidemics using a simple (simplistic) model - update (Feb. 8, 2020)
  • Document date: 2020_2_5
  • ID: 8kdtpwbv_7
    Snippet: Initially, the growth of P is close to exponential since the term (1 − ⁄ ) is almost one. When P becomes larger (commensurate with K) the growth rate slows down with = (1 − ) (2) becoming an effective instantaneous growth rate......
    Document: Initially, the growth of P is close to exponential since the term (1 − ⁄ ) is almost one. When P becomes larger (commensurate with K) the growth rate slows down with = (1 − ) (2) becoming an effective instantaneous growth rate.

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