Selected article for: "exponential growth and power law"
Author: Anna L. Ziff; Robert M. Ziff
Title: Fractal kinetics of COVID-19 pandemic
  • Document date: 2020_2_20
    • ID: jljjqs6m_27
    Snippet: While the data display large growth, they do not in fact follow exponential behavior. In the inset in Fig. 5 we show a log-normal plot of the mortality data, and the behavior is clearly not linear as it would be for exponential growth. In contrast, we find that the data are very well fit by assuming a power-law behavior with an exponent somewhat greater than two, as shown in the log-log plot in Fig. 5 . The non-integer value of this power-law sug.....
    Document: While the data display large growth, they do not in fact follow exponential behavior. In the inset in Fig. 5 we show a log-normal plot of the mortality data, and the behavior is clearly not linear as it would be for exponential growth. In contrast, we find that the data are very well fit by assuming a power-law behavior with an exponent somewhat greater than two, as shown in the log-log plot in Fig. 5 . The non-integer value of this power-law suggests a fractal type of behavior of the susceptibility mechanism, as we discuss below.

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