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Poster (Scientific congresses and symposiums)
On generalized Hölder-Zygmund spaces
Kreit, Damien; Nicolay, Samuel
2013Nord Pas de Calais/Belgium Congress of mathematics
 

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Keywords :
Hölder spaces; Admissible sequence; Wavelet coefficients; Hölder exponent; Interpolation of spaces; Interpolation of Sobolev; Finite differences; Approximation by polynomials; Approximation by convolution
Abstract :
[en] The Hölder spaces provide a natural way for measuring the smoothness of a function. These spaces appear in different areas such as approximation theory and multifractal analysis. The purpose of this poster is to present a generalization of such spaces as well as some recent results about their characterizations. These spaces are a particular case of a generalization of Besov Spaces who have recently been extensively studied.
Disciplines :
Mathematics
Author, co-author :
Kreit, Damien ;  Université de Liège - ULiège > Form. doct. sc. (mathématiques - Bologne)
Nicolay, Samuel  ;  Université de Liège - ULiège > Département de mathématique > Analyse - Analyse fonctionnelle - Ondelettes
Language :
English
Title :
On generalized Hölder-Zygmund spaces
Publication date :
29 October 2013
Event name :
Nord Pas de Calais/Belgium Congress of mathematics
Event place :
Valenciennes, France
Event date :
from 28/10/2013 to 31/10/13
Audience :
International
Available on ORBi :
since 09 November 2013

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