Generalized description of intermittency in

HIGHLIGHTS

  • who: Burgers equation and colleagues from the CNRS, Laboratoire Physique, University Claude Bernard, France have published the paper: Generalized Description of Intermittency in, in the Journal: Atmosphere 2020, 11, 1003 of /2020/
  • what: The authors compare the different sets of Kramers-Moyal coefficients of each phenomenology and deduce that an accurate description of intermittency should take into account an infinite number of coefficients. The authors investigate the asymptotics of higher-order Kramers-Moyal coefficients of the corresponding phenomenologies in Section 2. To demonstrate that this can be misleading, the authors show a semi-logarithmic plot . . .

     

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