Add to ORKGWe consider the problem of minimizing the max of two convex functions from both approximation and sensitivity point of view.This lead up to study the epiconvergence of a sequence of level sums of convex functions and the related dual problems
On étudie l'ensemble des nombres algébriques de hauteur et de degré bornés où une fonction analytiqu...
International audienceThe Helmholtz equation models time-harmonic wave motion phenomena and is conse...
On a finite intersection of strictly pseudoconvex domains we define two kinds of natural Nevanlinna ...
In this paper, we compute the spectrum of the Lichnerowicz laplacian on the symmetric forms of degre...
The aim of this thesis is to investigate some applications of the functions of bounded variation and...
International audienceLet Q(N,λ) denote the number of integer solutions of the equation A^2+B^2=C^2+...
Let D be a bounded strictly pseudoconvex domain with smooth boundary and f = (f1, . . . , fp) (fi [m...
AbstractWe present in this article several possibilities to approach the height of an algebraic curv...
Let k be a field and let f : X → Y be a surjective morphism of k-varieties with dim Y = d ≥ 1. Impro...
International audienceThe greatest lower bound of the real parts of the roots of a partial sum of th...
We study the simultaneous concentration of the values of several additive functions along polynomial...
National audienceSoient F une famille de suites réelles qui divergent vers +∞, et f une fonction de ...
National audienceClustering in high-dimensional spaces is a difficult problem which is recurrent in ...
AbstractIn this paper we study the centered and non-centered Hardy–Littlewood maximal functions, M a...
International audienceWe give an asymptotic formula for the total variation of the sequence of fract...
On étudie l'ensemble des nombres algébriques de hauteur et de degré bornés où une fonction analytiqu...
International audienceThe Helmholtz equation models time-harmonic wave motion phenomena and is conse...
On a finite intersection of strictly pseudoconvex domains we define two kinds of natural Nevanlinna ...
In this paper, we compute the spectrum of the Lichnerowicz laplacian on the symmetric forms of degre...
The aim of this thesis is to investigate some applications of the functions of bounded variation and...
International audienceLet Q(N,λ) denote the number of integer solutions of the equation A^2+B^2=C^2+...
Let D be a bounded strictly pseudoconvex domain with smooth boundary and f = (f1, . . . , fp) (fi [m...
AbstractWe present in this article several possibilities to approach the height of an algebraic curv...
Let k be a field and let f : X → Y be a surjective morphism of k-varieties with dim Y = d ≥ 1. Impro...
International audienceThe greatest lower bound of the real parts of the roots of a partial sum of th...
We study the simultaneous concentration of the values of several additive functions along polynomial...
National audienceSoient F une famille de suites réelles qui divergent vers +∞, et f une fonction de ...
National audienceClustering in high-dimensional spaces is a difficult problem which is recurrent in ...
AbstractIn this paper we study the centered and non-centered Hardy–Littlewood maximal functions, M a...
International audienceWe give an asymptotic formula for the total variation of the sequence of fract...
On étudie l'ensemble des nombres algébriques de hauteur et de degré bornés où une fonction analytiqu...
International audienceThe Helmholtz equation models time-harmonic wave motion phenomena and is conse...
On a finite intersection of strictly pseudoconvex domains we define two kinds of natural Nevanlinna ...