Add to ORKGAbstract. We consider properly immersed finite topology minimal surfaces Σ in complete finite volume hyperbolic 3-manifolds N, and in M × S1, where M is a complete hyperbolic surface of finite area. We prove Σ has finite total curvature equal to 2pi times the Euler characteristic χ(Σ) of Σ, and we describe the geometry of the ends of Σ.. 1
International audienceWe prove that in the three dimensional hyperbolic space H(3) the properly embe...
International audienceWe prove that a finite topology properly embedded Bryant surface in a complete...
International audienceIf M is a finite volume complete hyperbolic 3-manifold, the quantity A_1(M) is...
Abstract. We consider properly immersed finite topology minimal surfaces Σ in complete finite volume...
International audienceWe prove there exists a compact embedded minimal surface in a complete finite ...
We prove there exists a compact embedded minimal surface in a complete finite volume hyperbolic 3-ma...
International audienceWe prove there exists a compact embedded minimal surface in a complete finite ...
International audienceWe prove there exists a compact embedded minimal surface in a complete finite ...
We consider complete minimal surfaces Σ in H × R, H the hyperbolic plane. Let C(Σ) denote the total ...
If M is a finite volume complete hyperbolic 3-manifold, the quantity A_1(M) is defined as the infimu...
International audienceWe prove that in the three dimensional hyperbolic space H(3) the properly embe...
International audienceIf M is a finite volume complete hyperbolic 3-manifold, the quantity A_1(M) is...
International audienceIf M is a finite volume complete hyperbolic 3-manifold, the quantity A_1(M) is...
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 a finite topology properly embedded Bryant surface in a complete...
International audienceIf M is a finite volume complete hyperbolic 3-manifold, the quantity A_1(M) is...
Abstract. We consider properly immersed finite topology minimal surfaces Σ in complete finite volume...
International audienceWe prove there exists a compact embedded minimal surface in a complete finite ...
We prove there exists a compact embedded minimal surface in a complete finite volume hyperbolic 3-ma...
International audienceWe prove there exists a compact embedded minimal surface in a complete finite ...
International audienceWe prove there exists a compact embedded minimal surface in a complete finite ...
We consider complete minimal surfaces Σ in H × R, H the hyperbolic plane. Let C(Σ) denote the total ...
If M is a finite volume complete hyperbolic 3-manifold, the quantity A_1(M) is defined as the infimu...
International audienceWe prove that in the three dimensional hyperbolic space H(3) the properly embe...
International audienceIf M is a finite volume complete hyperbolic 3-manifold, the quantity A_1(M) is...
International audienceIf M is a finite volume complete hyperbolic 3-manifold, the quantity A_1(M) is...
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 a finite topology properly embedded Bryant surface in a complete...
International audienceIf M is a finite volume complete hyperbolic 3-manifold, the quantity A_1(M) is...