Utilisateur·rice
- Accueil
- Utilisateur·rice
Clothilde • Melot
Maître de Conférences (MCF F) • Affiliation : Aix-Marseille Université (AMU)
Site : Saint-Charles • Bureau : O-06 • Etage du bureau : 1 (bât. 8) •
ALEA-SI (équipe Signal et Image)
Groupe(s) scientifiques(s) de l'utilisateur :
Thématiques scientifiques :
- Analyse harmonique
- Probabilités
- Statistique
- Traitement des signaux et des images
Publications HAL
2021/01 – Approximate and exact solutions of intertwining equations through random spanning forests2020/01 Applied and Computational Harmonic Analysis – Intertwining wavelets or Multiresolution analysis on graphs through random forests
2018/08 Journal of Statistical Physics – Random Forests and Networks Analysis
2017/08 – New exponents for pointwise singularity classification
2017/07 IEEE Transactions on Signal Processing – Finite-Resolution Effects in $p$ -Leader Multifractal Analysis
2016/01 – Multifractal analysis based on p-exponents and lacunarity exponents
2016/01 Physica A: Statistical Mechanics and its Applications – p-exponent and p-leaders, Part I: Negative pointwise regularity
2016/01 Physica A: Statistical Mechanics and its Applications – p-exponent and p-leaders, Part II: Multifractal Analysis. Relations to Detrended Fluctuation Analysis
2015/01 Abstract and Applied Analysis – Analysis of a fractal boundary: the graph of the Knopp function
2014/10 Journal of Fourier Analysis and Applications – A family of functions with two different spectra of singularities
2014/01 Journal of the London Mathematical Society – Exponential moments of self-intersection local times of stable random walks in subcritical dimensions
2012/11 Inverse Problems and Imaging – Some proximal methods for Poisson intensity CBCT and PET
2012/04 – Proximal Algorithms and CT: New Results on 3D Real Datas and Color CT
2011/09 – On the efficiency of proximal methods for CBCT and PET
2005/01 Communications in Mathematical Physics – Wavelet Analysis of Fractal Boundaries. Part 2: Multifractal Analysis
2005/01 Communications in Mathematical Physics – Wavelet analysis of fractal Boundaries, Part 1: Local regularity
2004/03 Journal de Mathématiques Pures et Appliquées – Oscillating singularities in Besov spaces
2002/12 – Sur les singularités oscillantes et le formalisme multifractal