On the Angular Derivative of Analytic Functions.
On the asymptotic boundary paths of analytic functions.
On the behavior of meromorphic functions around some nonisolated singularities. II.
On the behavior of meromorphic functions around some nonisolated singularities.
On the Boundary Properties and the Spherical Derivatives of Meromorphic Functions in the Unit Disc.
On the Gross property
On the Iversen-Tsuji theorem quasiregular mappings.
On the multiplicative behavior of Bloch functions.
On the Range sets of Hp Functions.
On the sharpness of the Stolz approach.
On the two questions of Lohwater and Piranian.
On Univalent Functions, Bloch Functions and VMOA.
Operations in Lapan's class B*.
Prolongements analytiques au sens de Riemann
Properties of real sewing functions.
Radial growth and variation of univalent functions and of Dirichlet finite holomorphic functions
A well known result of Beurling asserts that if f is a function which is analytic in the unit disc and if either f is univalent or f has a finite Dirichlet integral then the set of points for which the radial variation is infinite is a set of logarithmic capacity zero. In this paper we prove that this result is sharp in a very strong sense. Also, we prove that if f is as above then the set of points such that as r → 1 is a set of logarithmic capacity zero. In particular, our results give...
Sets of -porosity and sets of -porosity
Singularities of Inner Functions.
Some classical function theory theorems and their modern versions
On étudie les relations entre les valeurs d’adhérence fine en un point-frontière et les valeurs d’adhérence le long de la normale en ce point pour les fonctions sousharmoniques et les fonctions méromorphes dans un demi-plan. Des théorèmes classiques de limite à la frontière et des généralisations sont ainsi obtenues par des méthodes de théorie de potentiel. Une étude de ce genre des valeurs d’adhérence en un point singulier isolé fournit une version en topologie fine du théorème de Casorati-Weierstrass....
Spiral functions with finite sets of asypmtotic values.