Damping oscillatory integrals.
Damping oscillatory integrals with polynomial phase.
Darstellung temperierter vektorwertiger Distributionen durch holomorphe Funktionen II.
Das Verhalten der Greenschen Matrix und der Entwicklungen nach Eigenfunktionen N-regulärer Eigenwertprobleme.
Daubechies wavelets on intervals with application to BVPs
In this paper, Daubechies wavelets on intervals are investigated. An analytic technique for evaluating various types of integrals containing the scaling functions is proposed; they are compared with classical techniques. Finally, these results are applied to two-point boundary value problems.
De l'analyse de Fourier à l'analyse harmonique
Decay of Fourier transforms and summability of eigenfunction expansions
Decomposition systems for function spaces
Let be a decomposition system for indexed over D, the set of dyadic cubes in , and a finite set E, and let be the corresponding dual functionals. That is, for every , . We study sufficient conditions on Θ,Θ̃ so that they constitute a decomposition system for Triebel-Lizorkin and Besov spaces. Moreover, these conditions allow us to characterize the membership of a distribution f in these spaces by the size of the coefficients , e ∈ E, I ∈ D. Typical examples of such decomposition systems...
Decreasing Rearranged Fourier Series.
Degree of approximation of conjugate of a function belonging to Lip class by matrix summability means of conjugate Fourier series.
Degree of Best Approximation by Trigonometric Blending Functions.
Démonstration probabiliste de certaines inégalités de Littlewood-Paley. Exposé I : les inégalités classiques
Démonstration probabiliste de certaines inégalités de Littlewood-Paley. Exposé II : l'opérateur carré du champ
Démonstration probabiliste de certaines inégalités de Littlewood-Paley. Exposé IV : semi-groupes de convolution symétriques
Démonstration probabiliste de certaines inégalités de Littlewood-Paley. Exposé III : les inégalités générales
Denseness of the spaces of Lizorkin type in the mixed -spaces
Densité de l'intégrale d'aire dans Rn+ +1 et limites non tangentielles.
Densité harmonique et espaces de Banach invariants par translation ne contenant pas
Density estimation with quadratic loss: a confidence intervals method
We propose a feature selection method for density estimation with quadratic loss. This method relies on the study of unidimensional approximation models and on the definition of confidence regions for the density thanks to these models. It is quite general and includes cases of interest like detection of relevant wavelets coefficients or selection of support vectors in SVM. In the general case, we prove that every selected feature actually improves the performance of the estimator. In the case...
Density methods and results in approximation theory
Approximation theory and functional analysis share many common problems and points of contact. One of the areas of mutual interest is that of density results. In this paper we briefly survey various methods and results in this area starting from work of Weierstrass and Riesz, and extending to more recent times.