Add to ORKGInternational audienceThe hyperbolic Gauss map G of a complete constant mean curvature one surface M in hyperbolic 3-space, is a holomorphic map from M to the Riemann sphere. When M has finite total curvature, we prove G can miss at most three points unless G is constant. We also prove that if M is a properly embedded mean curvature one surface of finite topology, then G is surjective unless M is a horosphere or catenoid cousin
The subject of this paper is to give a Weierstrass type representation for mean curvature one surfac...
Abstract. The Gauss map of complete helicoidal (consequently rotational) sur-faces with non-zero con...
Let $X$: $M \to \IR\sp3$ be a complete minimal immersion. Suppose that M has finite total curvature....
International audienceThe hyperbolic Gauss map G of a complete constant mean curvature one surface M...
International audienceThe hyperbolic Gauss map G of a complete constant mean curvature one surface M...
International audienceWe prove that in the three dimensional hyperbolic space H(3) the properly embe...
International audienceWe prove that in the three dimensional hyperbolic space H(3) the properly embe...
International audienceWe prove that in the three dimensional hyperbolic space H(3) the properly embe...
International audienceWe prove that in the three dimensional hyperbolic space H(3) the properly embe...
Abstract. We give a geometric classification of regular ends with con-stant mean curvature 1 and fin...
In this paper we are concerned with the image of the normal Gauss map of a minimal surface immersed ...
We introduce a hyperbolic Gauss map into the Poincare ́ disk for any surface in H²×R with regular ve...
In this work we study the hyperbolic Gauss map of CMC-1 immersed surfaces in hyperbolic 3-space, als...
The aim of this bachelor's thesis has been to investigate surfaces that are the main contributions t...
In this paper we are concerned with the image of the normal Gauss map of a minimal surface immersed ...
The subject of this paper is to give a Weierstrass type representation for mean curvature one surfac...
Abstract. The Gauss map of complete helicoidal (consequently rotational) sur-faces with non-zero con...
Let $X$: $M \to \IR\sp3$ be a complete minimal immersion. Suppose that M has finite total curvature....
International audienceThe hyperbolic Gauss map G of a complete constant mean curvature one surface M...
International audienceThe hyperbolic Gauss map G of a complete constant mean curvature one surface M...
International audienceWe prove that in the three dimensional hyperbolic space H(3) the properly embe...
International audienceWe prove that in the three dimensional hyperbolic space H(3) the properly embe...
International audienceWe prove that in the three dimensional hyperbolic space H(3) the properly embe...
International audienceWe prove that in the three dimensional hyperbolic space H(3) the properly embe...
Abstract. We give a geometric classification of regular ends with con-stant mean curvature 1 and fin...
In this paper we are concerned with the image of the normal Gauss map of a minimal surface immersed ...
We introduce a hyperbolic Gauss map into the Poincare ́ disk for any surface in H²×R with regular ve...
In this work we study the hyperbolic Gauss map of CMC-1 immersed surfaces in hyperbolic 3-space, als...
The aim of this bachelor's thesis has been to investigate surfaces that are the main contributions t...
In this paper we are concerned with the image of the normal Gauss map of a minimal surface immersed ...
The subject of this paper is to give a Weierstrass type representation for mean curvature one surfac...
Abstract. The Gauss map of complete helicoidal (consequently rotational) sur-faces with non-zero con...
Let $X$: $M \to \IR\sp3$ be a complete minimal immersion. Suppose that M has finite total curvature....