In this paper, a Schwarz–Pick estimate of a holomorphic self map f of the unit disc D having the expansion f ( w ) = c 0 + c n ( w − z ) n + … in a neighborhood of some z in D is given. This result is a refinement of the Schwarz–Pick lemma, which improves a previous result of Shinji Yamashita
Let f be a complex-valued harmonic mapping defined in the unit disc D. The theorems of Chuaqui and O...
Abstract. Schwarz’s Lemma leads to a natural interpolation prob-lem for analytic functions from the ...
ABSTRACT. A distortion theorem on a homogeneous bounded domain in $\mathbb{C}^{n} $ is ob-tained whi...
We obtain Schwarz-Pick-type estimates for the hyperbolic derivative of an analytic self-map of the u...
Abstract. We obtain higher derivative generalizations of the Schwarz-Pick inequality for analytic se...
AbstractIn this paper, Schwarz–Pick estimates of arbitrary order partial derivatives for holomorphic...
We obtain higher derivative generalizations of the Schwarz-Pick inequality for analytic self-maps of...
We obtain an new boundary Schwarz inequality, for analytic functions mapping the unit disk to itself...
Everyone who takes a course in Complex Analysis learns the Schwarz lemma. The most familiar form of ...
Let B X be the unit ball in a complex Banach space X. Assume B X is homogeneous. The generalization ...
Abstract. The well-known Schwarz–Pick lemma states that any analytic mapping φ of the unit disk U in...
In this paper we establish several invariant boundary versions of the (infinitesimal) Schwarz-Pick l...
The celebrated Schwarz-Pick lemma for the complex unit disk is the basis for the study of hyperbolic...
The classical lemma of Schwarz states that if f(a) = zg(z) where g(z) is holomorphic inside the unit...
Abstract. We prove a generalization of the Schwarz lemma for meromorphic functions f mapping the uni...
Let f be a complex-valued harmonic mapping defined in the unit disc D. The theorems of Chuaqui and O...
Abstract. Schwarz’s Lemma leads to a natural interpolation prob-lem for analytic functions from the ...
ABSTRACT. A distortion theorem on a homogeneous bounded domain in $\mathbb{C}^{n} $ is ob-tained whi...
We obtain Schwarz-Pick-type estimates for the hyperbolic derivative of an analytic self-map of the u...
Abstract. We obtain higher derivative generalizations of the Schwarz-Pick inequality for analytic se...
AbstractIn this paper, Schwarz–Pick estimates of arbitrary order partial derivatives for holomorphic...
We obtain higher derivative generalizations of the Schwarz-Pick inequality for analytic self-maps of...
We obtain an new boundary Schwarz inequality, for analytic functions mapping the unit disk to itself...
Everyone who takes a course in Complex Analysis learns the Schwarz lemma. The most familiar form of ...
Let B X be the unit ball in a complex Banach space X. Assume B X is homogeneous. The generalization ...
Abstract. The well-known Schwarz–Pick lemma states that any analytic mapping φ of the unit disk U in...
In this paper we establish several invariant boundary versions of the (infinitesimal) Schwarz-Pick l...
The celebrated Schwarz-Pick lemma for the complex unit disk is the basis for the study of hyperbolic...
The classical lemma of Schwarz states that if f(a) = zg(z) where g(z) is holomorphic inside the unit...
Abstract. We prove a generalization of the Schwarz lemma for meromorphic functions f mapping the uni...
Let f be a complex-valued harmonic mapping defined in the unit disc D. The theorems of Chuaqui and O...
Abstract. Schwarz’s Lemma leads to a natural interpolation prob-lem for analytic functions from the ...
ABSTRACT. A distortion theorem on a homogeneous bounded domain in $\mathbb{C}^{n} $ is ob-tained whi...