025 Paul Gauthier

Paul Gauthier (Université de Montréal) // Asymptotic first boundary value problem for holomorphic functions of several complex variables // In 1955, Lehto showed that, for every measurable function $\psi$ on the unit circle $\mathbb T,$ there is function $f$ holomorphic in the unit disc, having $\psi$ as radial limit a.e. on $\mathbb T.$ We consider an analogous boundary value problem, replacing the unit disc by a Stein domain on a complex manifold. This is joint work with Mohammad Shirazi.