Add to ORKGAbstract. Combining the definition of Schwarzian derivative for conformal mappings be-tween Riemannian manifolds given by Osgood and Stowe with that for parametrized curves in Euclidean space given by Ahlfors, we establish injectivity criteria for holomorphic curves φ: D → Cn. The result can be considered a generalization of a classical condition for univalence of Nehari. 1
This article deals with the study of some properties of immersed curves in the conformal sphere Q(n)...
Abstract. The Riemann mapping to the complement in a disk of a finite union of disjoint disks bounde...
Abstract. In this paper, we establish general stratawise higher jet evalu-ation transversality of J-...
Abstract. This paper shows how new dierential geometric ap-proaches to univalence criteria involving...
Abstract. It is well known that the Schwarzian derivative of an analytic map defined in a domain in ...
We extend Ahlfors ’ definition of the Schwarzian derivative for curves in euclidean space to include...
For a nonconstant holomorphic map between projective Riemann surfaces with conformal metrics, we con...
grantor: University of TorontoLet 'D' be the unit disc in the complex plane, and lz=1 1-...
This paper is a survey of some new techniques and new results on sufficient conditions in terms of t...
If \(\Omega\) is a simply connected domain in \(\overline{\mathbf C}\) then, according to the Ahlfor...
In the paper we obtain some analogues of Nehari’s univalence conditions for sense-preserving functi...
Click on the DOI link to access the article (may not be free).For a domain D aS, a"e (n) we construc...
Let f be a locally injective mapping of a simply connected hyperbolic domain D into $\bar\doubc$. Un...
Abstract. Norm estimates of the pre-Schwarzian derivatives are given for meromorphic functions in th...
Abstract. In 1928 H. Cartan proved an extension of Montel’s normality criterion to holomorphic curve...
This article deals with the study of some properties of immersed curves in the conformal sphere Q(n)...
Abstract. The Riemann mapping to the complement in a disk of a finite union of disjoint disks bounde...
Abstract. In this paper, we establish general stratawise higher jet evalu-ation transversality of J-...
Abstract. This paper shows how new dierential geometric ap-proaches to univalence criteria involving...
Abstract. It is well known that the Schwarzian derivative of an analytic map defined in a domain in ...
We extend Ahlfors ’ definition of the Schwarzian derivative for curves in euclidean space to include...
For a nonconstant holomorphic map between projective Riemann surfaces with conformal metrics, we con...
grantor: University of TorontoLet 'D' be the unit disc in the complex plane, and lz=1 1-...
This paper is a survey of some new techniques and new results on sufficient conditions in terms of t...
If \(\Omega\) is a simply connected domain in \(\overline{\mathbf C}\) then, according to the Ahlfor...
In the paper we obtain some analogues of Nehari’s univalence conditions for sense-preserving functi...
Click on the DOI link to access the article (may not be free).For a domain D aS, a"e (n) we construc...
Let f be a locally injective mapping of a simply connected hyperbolic domain D into $\bar\doubc$. Un...
Abstract. Norm estimates of the pre-Schwarzian derivatives are given for meromorphic functions in th...
Abstract. In 1928 H. Cartan proved an extension of Montel’s normality criterion to holomorphic curve...
This article deals with the study of some properties of immersed curves in the conformal sphere Q(n)...
Abstract. The Riemann mapping to the complement in a disk of a finite union of disjoint disks bounde...
Abstract. In this paper, we establish general stratawise higher jet evalu-ation transversality of J-...