Add to ORKGAbstract. Given a sequence fj of analytic maps of the open unit disc D into itself, we consider conditions that guarantee that the sequence f1 ± ¢ ¢ ¢ ± fn of compositions converges uniformly on D to a constant. The proofs are given entirely in terms of two and three-dimensional hyperbolic geometry
Inspired by questions of convergence in continued fraction theory, Erdos, Piranian and Thron studie...
In this paper necessary and sufficient conditions on a subset S of the unit disc D are given such th...
A lot is known about the forward iterates of an analytic function which is bounded by 1 in modulus o...
We consider analytic maps Fj: D → D of a domain D into itself and ask when does the sequence f1 ο⋯ο ...
AbstractWe prove that if D is a simply connected (open) domain in the complex plane C, E is a closed...
This paper provides uniform bounds on the asymptotic regularity for iterations associated to a finit...
Abstract. We investigate a class of area preserving non-uniformly hyperbolic maps of the two torus. ...
Abstract. We consider a generalization, due to Baker and Rippon, of a ver-sion of the Denjoy-Wol ® T...
We investigate a class of area preserving non-uniformly hyperbolic maps of the two torus. First we ...
Abstract. Composition operators Cϕ on the Hilbert Hardy spaceH2 over the unit disk are considered. W...
Let G and Ω be two planar domains. We give necessary and sufficient conditions on a sequence (φ n) o...
Let {f(n) : D --> D} be a sequence of locally quasiconformal harmonic maps on the unit disk D wit...
AbstractComposition operators Cφ on the Hilbert Hardy space H2 over the unit disk are considered. We...
AbstractLet V be a subset of the complex plane C. Let {fn}n=1∞ be a sequence of self-mappings of V; ...
s of the lectures L. Lorentzen Convergence of continued fractions In contrast to the title, the t...
Inspired by questions of convergence in continued fraction theory, Erdos, Piranian and Thron studie...
In this paper necessary and sufficient conditions on a subset S of the unit disc D are given such th...
A lot is known about the forward iterates of an analytic function which is bounded by 1 in modulus o...
We consider analytic maps Fj: D → D of a domain D into itself and ask when does the sequence f1 ο⋯ο ...
AbstractWe prove that if D is a simply connected (open) domain in the complex plane C, E is a closed...
This paper provides uniform bounds on the asymptotic regularity for iterations associated to a finit...
Abstract. We investigate a class of area preserving non-uniformly hyperbolic maps of the two torus. ...
Abstract. We consider a generalization, due to Baker and Rippon, of a ver-sion of the Denjoy-Wol ® T...
We investigate a class of area preserving non-uniformly hyperbolic maps of the two torus. First we ...
Abstract. Composition operators Cϕ on the Hilbert Hardy spaceH2 over the unit disk are considered. W...
Let G and Ω be two planar domains. We give necessary and sufficient conditions on a sequence (φ n) o...
Let {f(n) : D --> D} be a sequence of locally quasiconformal harmonic maps on the unit disk D wit...
AbstractComposition operators Cφ on the Hilbert Hardy space H2 over the unit disk are considered. We...
AbstractLet V be a subset of the complex plane C. Let {fn}n=1∞ be a sequence of self-mappings of V; ...
s of the lectures L. Lorentzen Convergence of continued fractions In contrast to the title, the t...
Inspired by questions of convergence in continued fraction theory, Erdos, Piranian and Thron studie...
In this paper necessary and sufficient conditions on a subset S of the unit disc D are given such th...
A lot is known about the forward iterates of an analytic function which is bounded by 1 in modulus o...