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20032024
most citedOptimal superluminal systems

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

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8 papers · 1 filter

math.CA2023

Boundary value problems and Heisenberg uniqueness pairs

S. Rigat, F. Wielonsky

We describe a general method for constructing Heisenberg uniqueness pairs in the euclidean space based on the study of boundary value problems for partial…

math.CA2021

Riesz energy problems with external fields and related theory

Peter Dragnev, Ramon Orive, Edward B. Saff +1

In this paper, we investigate Riesz energy problems on unbounded conductors in in the presence of general external fields , not necessarily satisfying the growth conditio…

math.CA2018

Zeros of Faber polynomials for Joukowski airfoils

N. Levenberg, F. Wielonsky

Let be the closure of a bounded region in the complex plane with simply connected complement whose boundary is a piecewise analytic curve with at least one outward cusp. The as…

math.CA2016★ 1 cited

A large deviation principle for weighted Riesz interactions

Tom Bloom, Norman Levenberg, Franck Wielonsky

We prove a large deviation principle for the sequence of push-forwards of empirical measures in the setting of Riesz potential interactions on compact subsets K in R^d with continu…

math.CA2012★ 3 cited

Optimal logarithmic estimates in the Hardy-Sobolev space of the disk and stability results

Imed Feki, Houda Nfata, Franck Wielonsky

We prove a logarithmic estimate in the Hardy-Sobolev space , a positive integer, of the unit disk . This estimate extends those previously established by…

math.CA2011★ 3 cited

Equilibrium problems for vector potentials with semidefinite interaction matrices and constrained masses

Bernhard Beckermann, Valery Kalyagin, Ana C. Matos +1

We prove existence and uniqueness of a solution to the problem of minimizing the logarithmic energy of vector potentials associated to a -tuple of positive measures supported on…