Add to ORKGWe obtain higher derivative generalizations of the Schwarz-Pick inequality for analytic self-maps of the unit disk as a consequence of recent characterizations of boundedness and compactness of weighted composition operators between Bloch-type spaces
We give an alternative description of the Carathéodory pseudodistance on a domain D in an arbitrary ...
In this paper we prove a Schwarz-Pick lemma for the modulus of holomorphic mappings from the polydis...
summary:Let $\varphi $ be an analytic self-mapping of $\mathbb {D}$ and $g$ an analytic function ...
Abstract. We obtain higher derivative generalizations of the Schwarz-Pick inequality for analytic se...
Let BX be the unit ball in a complex Banach space X. Assume BX is homogeneous. The generalization of...
summary:Let $u$ be a holomorphic function and $\varphi $ a holomorphic self-map of the open unit dis...
We obtain Schwarz-Pick-type estimates for the hyperbolic derivative of an analytic self-map of the u...
In this paper, a Schwarz–Pick estimate of a holomorphic self map f of the unit disc D having t...
We obtain an new boundary Schwarz inequality, for analytic functions mapping the unit disk to itself...
Let be any weight function defined on the unit disk and let be an analytic self-map of . In the p...
AbstractWe estimate the essential norm of weighted composition operators uCφ acting on Bloch-type sp...
Consider an open unit disk D=z∈ℂ:z<1 in the complex plane ℂ, ξ a holomorphic function on D, and ψ a ...
Let j be an analytic self-map of the open unit disk D in the complex plane C and let u be a fixed an...
Abstract. Let ϕ be a holomorphic self-map of the open unit disk D on the complex plane and p, q> ...
Let Ω and Π be two simply connected domains in the complex plane C which are not equal to the whole ...
We give an alternative description of the Carathéodory pseudodistance on a domain D in an arbitrary ...
In this paper we prove a Schwarz-Pick lemma for the modulus of holomorphic mappings from the polydis...
summary:Let $\varphi $ be an analytic self-mapping of $\mathbb {D}$ and $g$ an analytic function ...
Abstract. We obtain higher derivative generalizations of the Schwarz-Pick inequality for analytic se...
Let BX be the unit ball in a complex Banach space X. Assume BX is homogeneous. The generalization of...
summary:Let $u$ be a holomorphic function and $\varphi $ a holomorphic self-map of the open unit dis...
We obtain Schwarz-Pick-type estimates for the hyperbolic derivative of an analytic self-map of the u...
In this paper, a Schwarz–Pick estimate of a holomorphic self map f of the unit disc D having t...
We obtain an new boundary Schwarz inequality, for analytic functions mapping the unit disk to itself...
Let be any weight function defined on the unit disk and let be an analytic self-map of . In the p...
AbstractWe estimate the essential norm of weighted composition operators uCφ acting on Bloch-type sp...
Consider an open unit disk D=z∈ℂ:z<1 in the complex plane ℂ, ξ a holomorphic function on D, and ψ a ...
Let j be an analytic self-map of the open unit disk D in the complex plane C and let u be a fixed an...
Abstract. Let ϕ be a holomorphic self-map of the open unit disk D on the complex plane and p, q> ...
Let Ω and Π be two simply connected domains in the complex plane C which are not equal to the whole ...
We give an alternative description of the Carathéodory pseudodistance on a domain D in an arbitrary ...
In this paper we prove a Schwarz-Pick lemma for the modulus of holomorphic mappings from the polydis...
summary:Let $\varphi $ be an analytic self-mapping of $\mathbb {D}$ and $g$ an analytic function ...