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Stochastic Modelling of Turbulence

You are here: Thiele Research Turbulence Abstracts

  • Home | Publications
  • Abstracts
    • A stochastic differential equation framework for the timewise dynamics of turbulent velocities
    • Some Remarks on Scaling and Universality in Turbulence
    • Lévy-based Tempo-Spatial Modelling; with Applications to Turbulence
    • Stochastic energy-cascade model for 1+1 dimensional fully developed turbulence
    • A parsimonious and universal description of turbulent velocity increments
    • Self-scaling of turbulent energy dissipation correlators
    • A class of spatio-temporal and causal stochastic processes, with application to multiscaling and multifractality
    • Ambit processes; with applications to turbulence and tumour growth
    • Self-scaling tumor growth
    • Time change and Universality in Turbulence
    • Time Change and Universality in Turbulence and Finance
    • Change of Time and Universal Laws in Turbulence
    • Time Change, Volatility, and Turbulence
    • A stochastic differential equation framework for the timewise dynamics of turbulent velocities
    • Lévy based growth models
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Abstracts

Available abstracts

  • A stochastic differential equation framework for the timewise dynamics of turbulent velocities
  • Some Remarks on Scaling and Universality in Turbulence
  • Lévy-based Tempo-Spatial Modelling; with Applications to Turbulence
  • Stochastic energy-cascade model for 1+1 dimensional fully developed turbulence
  • A parsimonious and universal description of turbulent velocity increments
  • Self-scaling of turbulent energy dissipation correlators
  • A class of spatio-temporal and causal stochastic processes, with application to multiscaling and multifractality
  • Ambit processes; with applications to turbulence and tumour growth
  • Self-scaling tumor growth
  • Time change and Universality in Turbulence
  • Time Change and Universality in Turbulence and Finance
  • Change of Time and Universal Laws in Turbulence
  • Time Change, Volatility, and Turbulence
  • A stochastic differential equation framework for the timewise dynamics of turbulent velocities
  • Lévy based growth models
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Revised 24.09.2018

The T.N. Thiele Centre

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