Utilisateur·rice
- Accueil
- Utilisateur·rice
Franck • WIELONSKY
Maître de Conférences (MCF H) • Affiliation : Aix-Marseille Université (AMU)
Site : Saint-Charles • Bureau : C1-04 • Etage du bureau : 1 (bât. 7) •
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Groupe(s) scientifiques(s) de l'utilisateur :
Thématiques scientifiques :
- Analyse et géométrie complexe
- Analyse harmonique
- EDP elliptiques
- Probabilités
- Théorie analytique des nombres
- Théorie des opérateurs
Publications HAL
2021/12 Acta Mathematica Hungarica – Polynomials associated to non-convex bodies2021/08 Mathematica Scandinavica – On transfinite diameters in $\mathbb{C}^{d}$ for generalized notions of degree
2020/08 Constructive Approximation – Zeros of Faber Polynomials for Joukowski Airfoils
2019/08 Journal of Approximation Theory – Equilibrium problems in weakly admissible external fields created by pointwise charges
2018/02 Constructive Approximation – A Large Deviation Principle for Weighted Riesz Interactions
2017/01 International Mathematics Research Notices – Modified Logarithmic Potential Theory and Applications
2016/01 Studies in Applied Mathematics – A boundary value problem for conjugate conductivity equations
2015/01 Dolomites Research Notes Approximation – Bernstein-Markov: a survey
2015/01 Computational Methods and Function Theory – Logarithmic potential theory and large deviation
2015/01 Journal d’analyse mathématique – Vector Energy and Large Deviation
2015/01 Mathematische Zeitschrift – Generic properties of Padé approximants and Padé universal series
2013/01 Constructive Approximation – Equilibrium problems for vector potentials with semidefinite interaction matrices and constrained masses
2012/01 Journal of Mathematical Analysis and Applications – Optimal logarithmic estimates in the Hardy-Sobolev space of the disk and stability results
2005/01 Physical Review E : Statistical, Nonlinear, and Soft Matter Physics – Optimal superluminal systems
1998/01 – Identification d’un filtre hyperfréquences par approximation dans le domaine complexe
1996/04 – A Criterion for Uniqueness of a Critical Point in $H_2$ Rational Approximation