New results on uniform convergence in probability for the most general classes of wavelet expansions of stationary Gaussian random processes are given
AbstractThe estimation of the multivariate probability density functions f(x1, … , xd), d ≥ 1, of a ...
AbstractWavelet analysis is a universal and promising tool with very rich mathematical content and g...
We obtain a limit theorem of convergence in distribution for random polygonal lines defined by sums ...
In the paper, we give conditions for uniform convergence of wavelet expansions of the random process...
Mean square convergence and convergence in probability of Fourier-wavelet models (FWM) of stationary...
This paper addresses the limit distribution of wavelet packet coefficients obtained by decomposing b...
Some convergence issues concerning wavelet multiresolution approximation of random processes are inv...
AbstractThe expansion of a distribution or function in regular orthogonal wavelets is considered. Th...
A wavelet basis is an orthonormal basis of smooth functions generated by dilations by 2-m and transl...
Mean square convergence and convergence in probability of Fourier-Wavelet Models (FWM) of stationary...
We announce new conditions for uniform pointwise convergence rates of wavelet expansions in Besov an...
In this note we announce that under general hypotheses, wavelet-type expansions (of functions in L ...
International audienceThis paper deals with wide-sense stationnary processes analysis through wavele...
Publication in the conference proceedings of EUSIPCO, Lausanne, Switzerland, 200
Submitted to the IEEE Transactions on Signal Processing, October~2008This paper provides central lim...
AbstractThe estimation of the multivariate probability density functions f(x1, … , xd), d ≥ 1, of a ...
AbstractWavelet analysis is a universal and promising tool with very rich mathematical content and g...
We obtain a limit theorem of convergence in distribution for random polygonal lines defined by sums ...
In the paper, we give conditions for uniform convergence of wavelet expansions of the random process...
Mean square convergence and convergence in probability of Fourier-wavelet models (FWM) of stationary...
This paper addresses the limit distribution of wavelet packet coefficients obtained by decomposing b...
Some convergence issues concerning wavelet multiresolution approximation of random processes are inv...
AbstractThe expansion of a distribution or function in regular orthogonal wavelets is considered. Th...
A wavelet basis is an orthonormal basis of smooth functions generated by dilations by 2-m and transl...
Mean square convergence and convergence in probability of Fourier-Wavelet Models (FWM) of stationary...
We announce new conditions for uniform pointwise convergence rates of wavelet expansions in Besov an...
In this note we announce that under general hypotheses, wavelet-type expansions (of functions in L ...
International audienceThis paper deals with wide-sense stationnary processes analysis through wavele...
Publication in the conference proceedings of EUSIPCO, Lausanne, Switzerland, 200
Submitted to the IEEE Transactions on Signal Processing, October~2008This paper provides central lim...
AbstractThe estimation of the multivariate probability density functions f(x1, … , xd), d ≥ 1, of a ...
AbstractWavelet analysis is a universal and promising tool with very rich mathematical content and g...
We obtain a limit theorem of convergence in distribution for random polygonal lines defined by sums ...