Add to ORKG3 figuresWe construct an example of a Teichmueller geodesic ray whose limit set in Thurston boundary of Teichmueller space is a two-dimensional simplex
It is well known that a finite dimensional Teichmuller space is a straight geodesicspace in the sens...
AbstractLet S be a closed orientable surface with genus g⩾2. For a sequence σi in the Teichmüller sp...
We give an inductive description of a Teichmüller geodesic, that is, we show that there is a sense i...
Abstract. We describe a method for constructing Teichmüller geodesics where the vertical measured f...
H. Masur showed in the early 80s that almost every Teichmuller ray converges to a unique point in PM...
v1: 28 pages, 4 figures. v2: Fixed figures and minor typos, added referencesInternational audienceWe...
We study the asymptotic geometry of Teichmüller geodesic rays. We show that, when the transverse me...
In this paper the following phenomena of geodesics in an infinite-dimensional Teichmuller space are ...
Let T(S) be the Teichmuller space of a Riemann surface S. By definition, a geodesic disc in T(S) is ...
Abstract. We show that any grafting ray in Teichmüller space is (strongly) asymptotic to some Teich...
International audienceWe determine the asymptotic behaviour of extremal length along arbitrary Teich...
We show that any grafting ray in Teichmüller space is (strongly) asymptotic to some Teichmüller geod...
AbstractIn this paper, we introduce a new criterion for the convergence of a sequence of hyperbolic ...
We study geometric parametÅzations of the Teichmäller space of an orientable or non-orientable C--su...
We construct a counterexample for an analogue of Masur’s criterion in the setting of Teichmüller spa...
It is well known that a finite dimensional Teichmuller space is a straight geodesicspace in the sens...
AbstractLet S be a closed orientable surface with genus g⩾2. For a sequence σi in the Teichmüller sp...
We give an inductive description of a Teichmüller geodesic, that is, we show that there is a sense i...
Abstract. We describe a method for constructing Teichmüller geodesics where the vertical measured f...
H. Masur showed in the early 80s that almost every Teichmuller ray converges to a unique point in PM...
v1: 28 pages, 4 figures. v2: Fixed figures and minor typos, added referencesInternational audienceWe...
We study the asymptotic geometry of Teichmüller geodesic rays. We show that, when the transverse me...
In this paper the following phenomena of geodesics in an infinite-dimensional Teichmuller space are ...
Let T(S) be the Teichmuller space of a Riemann surface S. By definition, a geodesic disc in T(S) is ...
Abstract. We show that any grafting ray in Teichmüller space is (strongly) asymptotic to some Teich...
International audienceWe determine the asymptotic behaviour of extremal length along arbitrary Teich...
We show that any grafting ray in Teichmüller space is (strongly) asymptotic to some Teichmüller geod...
AbstractIn this paper, we introduce a new criterion for the convergence of a sequence of hyperbolic ...
We study geometric parametÅzations of the Teichmäller space of an orientable or non-orientable C--su...
We construct a counterexample for an analogue of Masur’s criterion in the setting of Teichmüller spa...
It is well known that a finite dimensional Teichmuller space is a straight geodesicspace in the sens...
AbstractLet S be a closed orientable surface with genus g⩾2. For a sequence σi in the Teichmüller sp...
We give an inductive description of a Teichmüller geodesic, that is, we show that there is a sense i...