Add to ORKGLet {X(t), 0[less-than-or-equals, slant]t[less-than-or-equals, slant]1} be a stochastic process whose range is a random Cantor-like set depending on an [alpha]-sequence (0Local dimension Hausdorff dimension Packing dimension Multifractal spectrum
In this paper we estimate the fractal dimension of stochastic processes with 1/f-like spectra by app...
We study some properties of a class of real-valued, continuous-time random processes, namely multifr...
Multifractal spectra provide a way of encapsulating information about the nature of random measures ...
In this article, we investigate the local behaviors of the occupation measure µ of a class of real-v...
AbstractLet {X(t),0⩽t⩽1} be a stochastic process whose range is a random Cantor-like set depending o...
In various fields, such as teletraffic and economics, measured time series have been reported to adh...
In this article, we investigate the local behavior of the occupation measure µ of a class of real-va...
Abstract The object of this paper is to obtain the multifractal structure for the local time of a ge...
There has been a growing interest in constructing stationary measures with known multifractal proper...
Nous montrons la validité du formalisme multifractal pour les mesures aléatoires faiblement Gibbs po...
Abstract—We consider a family of stochastic processes built from infinite sums of independent positi...
We establish the validity of the multifractal formalism for random weak Gibbs measures supported on ...
On étudie certaines propriétés d'une classe de processus aléatoires réels à temps continu, les march...
This is a survey on multifractal analysis with an emphasis on the multifractal geometry of geometric...
Start with a compact set K ⊂ ℝd . This has a random number of daughter sets, each of which is a (rot...
In this paper we estimate the fractal dimension of stochastic processes with 1/f-like spectra by app...
We study some properties of a class of real-valued, continuous-time random processes, namely multifr...
Multifractal spectra provide a way of encapsulating information about the nature of random measures ...
In this article, we investigate the local behaviors of the occupation measure µ of a class of real-v...
AbstractLet {X(t),0⩽t⩽1} be a stochastic process whose range is a random Cantor-like set depending o...
In various fields, such as teletraffic and economics, measured time series have been reported to adh...
In this article, we investigate the local behavior of the occupation measure µ of a class of real-va...
Abstract The object of this paper is to obtain the multifractal structure for the local time of a ge...
There has been a growing interest in constructing stationary measures with known multifractal proper...
Nous montrons la validité du formalisme multifractal pour les mesures aléatoires faiblement Gibbs po...
Abstract—We consider a family of stochastic processes built from infinite sums of independent positi...
We establish the validity of the multifractal formalism for random weak Gibbs measures supported on ...
On étudie certaines propriétés d'une classe de processus aléatoires réels à temps continu, les march...
This is a survey on multifractal analysis with an emphasis on the multifractal geometry of geometric...
Start with a compact set K ⊂ ℝd . This has a random number of daughter sets, each of which is a (rot...
In this paper we estimate the fractal dimension of stochastic processes with 1/f-like spectra by app...
We study some properties of a class of real-valued, continuous-time random processes, namely multifr...
Multifractal spectra provide a way of encapsulating information about the nature of random measures ...