DOIAbstract
Abstract. Let S be a connected orientable surface of finite topological type. We prove that there is an exhaustion of the curve complex C(S) by a sequence of finite rigid sets. 1
Abstract. Let S be a connected orientable surface of finite topological type. We prove that there is an exhaustion of the curve complex C(S) by a sequence of finite rigid sets. 1
Suppose that S is a surface of genus two or more, with exactly one boundary component. Then the curv...
The {\it curve complex} of a surface was introduced into the study of Teichmüller space by Harvey (s...
ABSTRACT. A result of Keel and McKernan states that a hypothetical counterex-ample to the F-conjectu...
We prove that curve complexes of surfaces are finitely rigid: for every orientable surface S of fini...
A rigid set in a curve complex of a surface is a subcomplex such that every locally injective simpli...
A subcomplex $X\leq \mathcal{C}$ of a simplicial complex is strongly rigid if every locally injectiv...
We prove that the separating curve complex of a closed orientable surface of genus g is (g − 3)-conn...
The curve graph, g, associated to a compact surface Sigma is the 1-skeleton of the curve complex def...
On suppose que S=Sg,n est un surface connexe orientable de type topologique fini, de genre g≥3 et n≥...
This work is the extension of the results by the author in [7] and [6] for low-genus surfaces. Let $...
Any quasi-isometry of the curve complex is bounded distance from a simplicial auto-morphism. As a co...
Throughout this article we will consider connected orientable surfaces of negative Euler characteris...
Aramayona and Leininger have provided a “finite rigid subset ” X(Σ) of the curve complex C (Σ) of a ...
Let S be a projective plane with 3 holes. We prove that there is an exhaustion of the curve complex ...
We study the arc and curve complex AC(S) of an oriented connected surface S of finite type with punc...
Suppose that S is a surface of genus two or more, with exactly one boundary component. Then the curv...
The {\it curve complex} of a surface was introduced into the study of Teichmüller space by Harvey (s...
ABSTRACT. A result of Keel and McKernan states that a hypothetical counterex-ample to the F-conjectu...
We prove that curve complexes of surfaces are finitely rigid: for every orientable surface S of fini...
A rigid set in a curve complex of a surface is a subcomplex such that every locally injective simpli...
A subcomplex $X\leq \mathcal{C}$ of a simplicial complex is strongly rigid if every locally injectiv...
We prove that the separating curve complex of a closed orientable surface of genus g is (g − 3)-conn...
The curve graph, g, associated to a compact surface Sigma is the 1-skeleton of the curve complex def...
On suppose que S=Sg,n est un surface connexe orientable de type topologique fini, de genre g≥3 et n≥...
This work is the extension of the results by the author in [7] and [6] for low-genus surfaces. Let $...
Any quasi-isometry of the curve complex is bounded distance from a simplicial auto-morphism. As a co...
Throughout this article we will consider connected orientable surfaces of negative Euler characteris...
Aramayona and Leininger have provided a “finite rigid subset ” X(Σ) of the curve complex C (Σ) of a ...
Let S be a projective plane with 3 holes. We prove that there is an exhaustion of the curve complex ...
We study the arc and curve complex AC(S) of an oriented connected surface S of finite type with punc...
Suppose that S is a surface of genus two or more, with exactly one boundary component. Then the curv...
The {\it curve complex} of a surface was introduced into the study of Teichmüller space by Harvey (s...
ABSTRACT. A result of Keel and McKernan states that a hypothetical counterex-ample to the F-conjectu...
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