Bases communes dans certains espaces de fonctions harmoniques et fonctions séparément harmoniques sur certains ensembles de
Bernstein Theorems for Harmonic Morphisms from R3 and S3.
Boundaries of graphs of harmonic functions.
Boundary behaviour of positive harmonic functions on Lipschitz domains.
Boundary limits of Green's potentials along curves II. Lipschitz domains
Boundary Value Characterizations for Weighted Hardy Spaces of Harmonic Functions.
Boundary values of harmonic functions in mixed norm spaces and their atomic structure
Brownian motion and generalized analytic and inner functions
Let be a mapping from an open set in into , with . To say that preserves Brownian motion, up to a random change of clock, means that is harmonic and that its tangent linear mapping in proportional to a co-isometry. In the case , , such conditions signify that corresponds to an analytic function of one complex variable. We study, essentially that case , , in which we prove in particular that such a mapping cannot be “inner” if it is not trivial. A similar result for , would solve...