Application de la théorie des noyaux positifs à l'estimation des processus et aux champs markoviens
Asymptotic growth of Cauchy transforms.
Brownian Motion and Eigenvalues for the Dirichlet Laplacian.
Contribution à la théorie de la fonction de Green
Différentiabilité fine et différentiabilité sur des compacts
Fonctions harmoniques d'ordre infini et l'harmonicité réelle liée à l'opérateur laplacien itéré
Greenian Potentials and Concavity.
Heat sources and heat potentials
La convolution dans faible de
Linéarisation de la notion de convexité par rapport à un ensemble de fonctions
Martin compactification and asymptotics of Green functions for Schrödinger operators with anisotropic potentials.
Minimal Varieties and Harmonic Maps in Tori.
On a theorem of M. G. Arsove
On the Fejér-F. Riesz inequality in
On the Green type kernels on the half space in
We characterize the Hunt convolution kernels on () whose the Green type kernels on ; ,
On the Hausdorff dimension of harmonic measure in higher dimension.
On the mean value property of finely harmonic and finely hyperharmonic functions.
Thin sets in nonlinear potential theory
Let , denote the space of Bessel potentials , , with norm . For integer can be identified with the Sobolev space .One can associate a potential theory to these spaces much in the same way as classical potential theory is associated to the space , and a considerable part of the theory was carried over to this more general context around 1970. There were difficulties extending the theory of thin sets, however. By means of a new inequality, which characterizes the positive cone in the space...
Ueber die Anziehung eines homogenen Ellipsoids.
Аппроксимация гармоническими функциями в среднем