F. Wielonsky

activity

20032024

most citedOptimal superluminal systems

29 citations · 83 across the 15 of their papers we have counts for

collaborators

Showing math.CVShow all

6 papers · 1 filter

math.CV2024

Weighted holomorphic polynomial approximation

S. Charpentier, N. Levenberg, F. Wielonsky

For $G$ an open set in $C$ and $W$ a non-vanishing holomorphic function in $G$ , in the late 1990's, Pritsker and Varga characterized pairs $(G, W)$ having the property that…

math.CV2022

An extremal problem for the Bergman kernel of orthogonal polynomials

S. Charpentier, N. Levenberg, F. Wielonsky

Let $Γ \subset C$ be a curve of class $C (2, α)$ . For $z_{0}$ in the unbounded component of $C ∖ Γ$ , and for $n = 1, 2, ...$ , let $ν_{n}$ be a probability measure w…

math.CV2021

Polynomials associated to non-convex bodies

N. Levenberg, F. Wielonsky

Polynomial spaces associated to a convex body $C$ in $(R^{+})^{d}$ have been the object of recent studies. In this work, we consider polynomial spaces associated to non-convex $C…

math.CV2020

C-transfinite diameter

N. Levenberg, F. Wielonsky

We give a general formula for the $C -$ transfinite diameter $δ_{C} (K)$ of a compact set $K \subset C^{2}$ which is a product of univariate compacta where $C\subset (\mathbb{R}^+…

math.CV2018

Equilibrium problems in weakly admissible external fields created by pointwise charges

Ramón Orive, Joaquín F. Sánchez Lara, Franck Wielonsky

The main subject of this paper is equilibrium problems on an unbounded conductor $Σ$ of the complex plane in the presence of a weakly admissible external field. An admissible exter…

math.CV2013★ 2 cited

Vector Energy and Large Deviation

T. Bloom, N. Levenberg, F. Wielonsky

For d nonpolar compact sets K_1,...,K_d in the complex plane, d admissible weights Q_1,...,Q_d, and a positive semidefinite d x d interaction matrix C with no zero column, we defin…