Abstract. We give an identity involving sums of functions of lengths of sim-ple closed geodesics, known as a McShane identity, on any non-orientable hy-perbolic surface with boundary which generalises Mirzakhani’s identities on orientable hyperbolic surfaces with boundary. 1
A celebrated result of Mirzakhani states that, if $(S,m)$ is a finite area \emph{orientable} hyperbo...
A celebrated result of Mirzakhani states that, if $(S,m)$ is a finite area \emph{orientable} hyperbo...
Part of the Geometry and Topology Commons This Article is brought to you for free and open access by...
Abstract. We generalize McShane’s identity for the length series of simple closed geodesics on a cus...
G. McShane [8] described a remarkable identity concerning the lengths of simple closed geodesics on ...
t has long been known that closed (no boundary), orientable (two-sided) surfaces are classified topo...
Abstract. In [15], Greg McShane demonstrated a remarkable identity for the lengths of simple closed ...
Abstract. We survey some of our recent results on length series identities for hyperbolic (cone) sur...
In 1998, Greg McShane demonstrated a remarkable identity for the lengths of simple closed geodesics ...
© 2014 Dr. Yi HuangWe give a generalisation of λ-length coordinates for theTeichmüller space of bord...
The leitmotif of this dissertation is the search for length formulas and sharp constants in relation...
ABSTRACT. We survey some of our recent results on length series identities for hyperbolic (cone) sur...
It is a longstanding problem to determine the precise relationship between the geodesic length spect...
It is a longstanding problem to determine the precise relationship between the geodesic length spect...
AbstractA remarkable result of McShane states that for a punctured torus with a complete finite volu...
A celebrated result of Mirzakhani states that, if $(S,m)$ is a finite area \emph{orientable} hyperbo...
A celebrated result of Mirzakhani states that, if $(S,m)$ is a finite area \emph{orientable} hyperbo...
Part of the Geometry and Topology Commons This Article is brought to you for free and open access by...
Abstract. We generalize McShane’s identity for the length series of simple closed geodesics on a cus...
G. McShane [8] described a remarkable identity concerning the lengths of simple closed geodesics on ...
t has long been known that closed (no boundary), orientable (two-sided) surfaces are classified topo...
Abstract. In [15], Greg McShane demonstrated a remarkable identity for the lengths of simple closed ...
Abstract. We survey some of our recent results on length series identities for hyperbolic (cone) sur...
In 1998, Greg McShane demonstrated a remarkable identity for the lengths of simple closed geodesics ...
© 2014 Dr. Yi HuangWe give a generalisation of λ-length coordinates for theTeichmüller space of bord...
The leitmotif of this dissertation is the search for length formulas and sharp constants in relation...
ABSTRACT. We survey some of our recent results on length series identities for hyperbolic (cone) sur...
It is a longstanding problem to determine the precise relationship between the geodesic length spect...
It is a longstanding problem to determine the precise relationship between the geodesic length spect...
AbstractA remarkable result of McShane states that for a punctured torus with a complete finite volu...
A celebrated result of Mirzakhani states that, if $(S,m)$ is a finite area \emph{orientable} hyperbo...
A celebrated result of Mirzakhani states that, if $(S,m)$ is a finite area \emph{orientable} hyperbo...
Part of the Geometry and Topology Commons This Article is brought to you for free and open access by...