DOIAbstract
We discuss the variational properties of the unique conical metric of constant curvature -1 associated to a compact Riemann surface together with a weighted divisor. (c) 2005 Elsevier Inc. All rights reserved
We discuss the variational properties of the unique conical metric of constant curvature -1 associated to a compact Riemann surface together with a weighted divisor. (c) 2005 Elsevier Inc. All rights reserved
A Fuchsian polyhedron in hyperbolic space is a polyhedral surface invariant under the action of a Fu...
If we look for a compactification of the space of Riemannian metrics with conical singularities on a...
The purpose of this paper is to discuss some of the highlights of the theory of metric regularity re...
AbstractWe discuss the variational properties of the unique conical metric of constant curvature −1 ...
We discuss the variational properties of the unique conical metric of constant curvature -1 associat...
We study an analogue of Weils reciprocity law for flat conical conformal metrics on compact Riemann ...
We study the structure of CSC-1 reducible conformal metrics on a compact Riemann surface with finite...
We prove in this paper that evry compact Riemann surface carries an euclidean (flat) conformal metri...
Over a compact Kähler manifold, we provide a Fredholm alternative result for the Lichnerowicz operat...
We find an explicit expression for the zeta-regularized determinant of (the Friedrichs extension) of...
We prove that the isoperimetric inequalities in the Euclidean and hyperbolic plane hold for all Eucl...
Abstract. We prove that the isoperimetric inequalities in the euclidean and hyperbolic plane hold fo...
In this article, we give a criterion for the existence of a metric of curvature 1 on a 2-sphere with...
We study the Weil Petersson geometry of a family of Riemann surfaces with conical hyperbolic metric
Let z1, · · · , zn be distinct n points in the Riemann sphere C ̂ = C ∪ {∞} and let α1, · · ·...
A Fuchsian polyhedron in hyperbolic space is a polyhedral surface invariant under the action of a Fu...
If we look for a compactification of the space of Riemannian metrics with conical singularities on a...
The purpose of this paper is to discuss some of the highlights of the theory of metric regularity re...
AbstractWe discuss the variational properties of the unique conical metric of constant curvature −1 ...
We discuss the variational properties of the unique conical metric of constant curvature -1 associat...
We study an analogue of Weils reciprocity law for flat conical conformal metrics on compact Riemann ...
We study the structure of CSC-1 reducible conformal metrics on a compact Riemann surface with finite...
We prove in this paper that evry compact Riemann surface carries an euclidean (flat) conformal metri...
Over a compact Kähler manifold, we provide a Fredholm alternative result for the Lichnerowicz operat...
We find an explicit expression for the zeta-regularized determinant of (the Friedrichs extension) of...
We prove that the isoperimetric inequalities in the Euclidean and hyperbolic plane hold for all Eucl...
Abstract. We prove that the isoperimetric inequalities in the euclidean and hyperbolic plane hold fo...
In this article, we give a criterion for the existence of a metric of curvature 1 on a 2-sphere with...
We study the Weil Petersson geometry of a family of Riemann surfaces with conical hyperbolic metric
Let z1, · · · , zn be distinct n points in the Riemann sphere C ̂ = C ∪ {∞} and let α1, · · ·...
A Fuchsian polyhedron in hyperbolic space is a polyhedral surface invariant under the action of a Fu...
If we look for a compactification of the space of Riemannian metrics with conical singularities on a...
The purpose of this paper is to discuss some of the highlights of the theory of metric regularity re...
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