AbstractThe aim of this communication is to propose some complementary remarks and interpretation on the wavelet-based synthesis technique for fractional Brownian motion proposed by Sellan in 1995. These comments will lead us to propose a fast and ecient pyramidal lter bank-based Mallat-type algorithm, which permits an easy and ecient imple-mentation of this synthesis technique. c©1996 Academic Press, Inc
Conference PaperWe study <i>fractional Brownian motions in multifractal time</i>, a model for multif...
Fractional Brownian motion is a nontrivial generalization of standard Brownian motion (Wie- ner proc...
In this contribution, we study the notion of affine invariance (specifically, invariance to the shif...
AbstractThe aim of this communication is to propose some complementary remarks and interpretation on...
AbstractWe reexamine the wavelet-based simulation procedure for fractional Brownian motion proposed ...
We revise the Levy's construction of Brownian motion as a simple though still rigorous approach to o...
We reexamine the wavelet-based simulation procedure for fractional Brownian motion proposed by Abry ...
We revise the Levy's construction of Brownian motion as a simple though rigorous approach to operate...
Abstract: Wavelet based estimators of the H parameter for fractional Brownian motion (fBm) is known ...
Let X be a continuous fractional Brownian motion with parameter of self-similarity H. Let \psi be a ...
International audienceIn this paper, a new class of Gaussian field is introduced called Lacunary Fra...
The work developed in the paper concerns the multivariate fractional Brownian motion (mfBm) viewed t...
[[sponsorship]]資訊科學研究所,資訊科技創新研究中心[[note]]已出版;[SCI];有審查制度;具代表性[[note]]http://gateway.isiknowledge.com...
Based on an optimal rate wavelet series representation, we derive a local modulus of continuity resu...
International audienceThe work developed in the paper concerns the multivariate fractional Brownian ...
Conference PaperWe study <i>fractional Brownian motions in multifractal time</i>, a model for multif...
Fractional Brownian motion is a nontrivial generalization of standard Brownian motion (Wie- ner proc...
In this contribution, we study the notion of affine invariance (specifically, invariance to the shif...
AbstractThe aim of this communication is to propose some complementary remarks and interpretation on...
AbstractWe reexamine the wavelet-based simulation procedure for fractional Brownian motion proposed ...
We revise the Levy's construction of Brownian motion as a simple though still rigorous approach to o...
We reexamine the wavelet-based simulation procedure for fractional Brownian motion proposed by Abry ...
We revise the Levy's construction of Brownian motion as a simple though rigorous approach to operate...
Abstract: Wavelet based estimators of the H parameter for fractional Brownian motion (fBm) is known ...
Let X be a continuous fractional Brownian motion with parameter of self-similarity H. Let \psi be a ...
International audienceIn this paper, a new class of Gaussian field is introduced called Lacunary Fra...
The work developed in the paper concerns the multivariate fractional Brownian motion (mfBm) viewed t...
[[sponsorship]]資訊科學研究所,資訊科技創新研究中心[[note]]已出版;[SCI];有審查制度;具代表性[[note]]http://gateway.isiknowledge.com...
Based on an optimal rate wavelet series representation, we derive a local modulus of continuity resu...
International audienceThe work developed in the paper concerns the multivariate fractional Brownian ...
Conference PaperWe study <i>fractional Brownian motions in multifractal time</i>, a model for multif...
Fractional Brownian motion is a nontrivial generalization of standard Brownian motion (Wie- ner proc...
In this contribution, we study the notion of affine invariance (specifically, invariance to the shif...