Add to ORKGAbstract. The notion of the angular derivative of a holomorphic self-map b of the unit disk has been generalized to that of an angular derivative of b relative to an inner function u. In this paper, we provide three more conditions equivalent to the existence of an angular derivative of b relative to u, and use these notions to provide a generalization of Julia’s lemma
AbstractWe introduce the notion ofessential angular derivativefor functionsφmapping the open unit di...
Abstract.- Let f, g be two commuting holomorphic self-maps of the unit disc. If f and g agree at the...
Abstract.- Let f, g be two commuting holomorphic self-maps of the unit disc. If f and g agree at the...
In this paper we generalise the classical Julia-Wolff-Carathéodory theorem to holomorphic functions ...
Abstract. We study the singular behavior of kth angular derivatives of ana-lytic functions in the un...
AbstractWe study the problem of the existence of the angular derivative of Fréchet-holomorphic maps ...
Abstract. We establish some estimates of the the angular derivatives from be-low for holomorphic sel...
Abstract. The well-known Schwarz–Pick lemma states that any analytic mapping φ of the unit disk U in...
We describe a general procedure for studying the boundary behavior of holomorphic maps in several co...
In this paper, a Schwarz–Pick estimate of a holomorphic self map f of the unit disc D having t...
If a complex valued function on the unit disk has invariance in form, then it is separable into radi...
AbstractLetHbe a complex Hilbert space and letL(H,H) be the complex Banach space of all bounded line...
We use the concept of angular derivative and the hyperbolic metric in the unit diskD, to study the d...
16 pagesInternational audienceWe prove a Julia-Wolff-Carathédory theorem on angular derivatives of i...
If φ is an analytic function bounded by 1 on the bidisk D 2 and τ∈∂(D 2 ) is a point at which φ has ...
AbstractWe introduce the notion ofessential angular derivativefor functionsφmapping the open unit di...
Abstract.- Let f, g be two commuting holomorphic self-maps of the unit disc. If f and g agree at the...
Abstract.- Let f, g be two commuting holomorphic self-maps of the unit disc. If f and g agree at the...
In this paper we generalise the classical Julia-Wolff-Carathéodory theorem to holomorphic functions ...
Abstract. We study the singular behavior of kth angular derivatives of ana-lytic functions in the un...
AbstractWe study the problem of the existence of the angular derivative of Fréchet-holomorphic maps ...
Abstract. We establish some estimates of the the angular derivatives from be-low for holomorphic sel...
Abstract. The well-known Schwarz–Pick lemma states that any analytic mapping φ of the unit disk U in...
We describe a general procedure for studying the boundary behavior of holomorphic maps in several co...
In this paper, a Schwarz–Pick estimate of a holomorphic self map f of the unit disc D having t...
If a complex valued function on the unit disk has invariance in form, then it is separable into radi...
AbstractLetHbe a complex Hilbert space and letL(H,H) be the complex Banach space of all bounded line...
We use the concept of angular derivative and the hyperbolic metric in the unit diskD, to study the d...
16 pagesInternational audienceWe prove a Julia-Wolff-Carathédory theorem on angular derivatives of i...
If φ is an analytic function bounded by 1 on the bidisk D 2 and τ∈∂(D 2 ) is a point at which φ has ...
AbstractWe introduce the notion ofessential angular derivativefor functionsφmapping the open unit di...
Abstract.- Let f, g be two commuting holomorphic self-maps of the unit disc. If f and g agree at the...
Abstract.- Let f, g be two commuting holomorphic self-maps of the unit disc. If f and g agree at the...