In this article, we construct two families of nonsymmetrical multifractal fields. One of these families is used for the modelization of the velocity field of turbulent flows.ou
There is currently no general theorem on the existence and unicity of solutions tothe Navier-Stokes ...
We define a random process for the construction of multiaffine fields, given the scaling exponents f...
We discuss the relation between predictability and the sensitive dependence on initial conditions in...
33 pages, 2 figuresMotivated by the modeling of three-dimensional fluid turbulence, we define and st...
In turbulent and other nonlinear geophysical processes, extreme variability is built up multiplicati...
Intermittency is an ubiquitous property of fully developed turbulence, for Eulerian and Lagrangian f...
One of the key thematic areas for the development of future research in wind energy is turbulence. T...
We review the Parisi-Frisch (Proc. Int. School of Physics "E. Fermi", pp. 84-87, North-Holland, Amst...
This paper presents a brief but general introduction to the physics and engineering of fractals, fol...
he statistical properties of velocity and acceleration fields along the trajectories of fluid partic...
The statistical properties of velocity and acceleration fields along the trajectories of fluid parti...
9 pages, 8 figuresWe develop a powerful yet simple method that generates multifractal fields with fu...
The multifractal formalism was introduced in the context of fully-developed turbulence data analysis...
Recent fully nonlinear, kinetic three-dimensional simulations of magnetic reconnection [W. Daughton ...
The multi-fractal aspects of the intermittency corrections to the spectrum of temperature fluctuatio...
There is currently no general theorem on the existence and unicity of solutions tothe Navier-Stokes ...
We define a random process for the construction of multiaffine fields, given the scaling exponents f...
We discuss the relation between predictability and the sensitive dependence on initial conditions in...
33 pages, 2 figuresMotivated by the modeling of three-dimensional fluid turbulence, we define and st...
In turbulent and other nonlinear geophysical processes, extreme variability is built up multiplicati...
Intermittency is an ubiquitous property of fully developed turbulence, for Eulerian and Lagrangian f...
One of the key thematic areas for the development of future research in wind energy is turbulence. T...
We review the Parisi-Frisch (Proc. Int. School of Physics "E. Fermi", pp. 84-87, North-Holland, Amst...
This paper presents a brief but general introduction to the physics and engineering of fractals, fol...
he statistical properties of velocity and acceleration fields along the trajectories of fluid partic...
The statistical properties of velocity and acceleration fields along the trajectories of fluid parti...
9 pages, 8 figuresWe develop a powerful yet simple method that generates multifractal fields with fu...
The multifractal formalism was introduced in the context of fully-developed turbulence data analysis...
Recent fully nonlinear, kinetic three-dimensional simulations of magnetic reconnection [W. Daughton ...
The multi-fractal aspects of the intermittency corrections to the spectrum of temperature fluctuatio...
There is currently no general theorem on the existence and unicity of solutions tothe Navier-Stokes ...
We define a random process for the construction of multiaffine fields, given the scaling exponents f...
We discuss the relation between predictability and the sensitive dependence on initial conditions in...
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