Addendum to: A foliation of Teichmüller space by twist invariant disks.
Addendum to our paper: "Exponentitation of functions in Mac Lane's Class A".
Addendum to the paper " On the zeros of a class of generalized Dirichlet series".
Additional results of Zalcman's Pompeiu problem.
Adjacent dyadic systems and the -boundedness of shift operators in metric spaces revisited
With the help of recent adjacent dyadic constructions by Hytönen and the author, we give an alternative proof of results of Lechner, Müller and Passenbrunner about the -boundedness of shift operators acting on functions where 1 < p < ∞, X is a metric space and E is a UMD space.
Admissible functions for the Dirichlet space
Zero sets and uniqueness sets of the classical Dirichlet space are not completely characterized yet. We define the concept of admissible functions for the Dirichlet space and then apply them to obtain a new class of zero sets for . Then we discuss the relation between the zero sets of and those of .
Admissible variations and the local maximum theorems for pairs of vector functions and for generalized Bieberbach-Eilenberg, bounded and Grunsky-Shah functions
Affine diffeomorphisms of translation surfaces : periodic points, fuchsian groups, and arithmeticity
Ahlfors theorems for differential forms.
Ahlfors-Schwarz lemma and curvature
Ahlfors-Weill extensions of conformal mappings and critical points of the Poincaré metric.
Aleksandrov-Clark measures and semigroups of analytic functions in the unit disc.
Algebraic and geometric convergence of Kleinian groups.
Algebraic properties of mapping class groups of surfaces
Algebraic Schwarzian differential equations.
Algebraische Funktionen mit Polen in spezieller Lage.
Algebras of differentiable functions on Riemann surfaces
La structure d’une variété indéfiniment différentiable est complètement caractérisée par l’algèbre des fonctions indéfiniment différentiables sur . Pour des surfaces de Riemann il n’y a pas, en général, une algèbre caractérisante canonique de fonctions globalement définies. Dans ce travail l’on définit une classe dénombrable de telles algèbres. Ces algèbres sont des analogues, pour les surfaces de Riemann, des algèbres définies pour le plan par les auteurs dans “Algebras of differentiable functions...
Algebras of generalized analytic functions
Algebras of holomorphic functions with Hadamard multiplication
A systematic investigation of algebras of holomorphic functions endowed with the Hadamard product is given. For example we show that the set of all non-invertible elements is dense and that each multiplicative functional is continuous, answering some questions in the literature.
Algebras of Toeplitz operators with oscillating symbols.
This paper is devoted to Banach algebras generated by Toeplitz operators with strongly oscillating symbols, that is, with symbols of the form b[eia(x)] where b belongs to some algebra of functions on the unit circle and a is a fixed orientation-preserving homeomorphism of the real line onto itself. We prove the existence of certain interesting homomorphisms and establish conditions for the normal solvability, Fredholmness, and invertibility of operators in these algebras.