Add to ORKGG. McShane [8] described a remarkable identity concerning the lengths of simple closed geodesics on a hyperbolic once punctured torus. This identity was extended by B. Bowditch [5] to the following identity for quasifuchsian punctured torus groups
The action of the mapping class group of the thrice-punctured projective plane on its GL(2,C) charac...
t has long been known that closed (no boundary), orientable (two-sided) surfaces are classified topo...
In this paper we give a complete description of the space QF of quasifuchsian punctured torus groups...
Abstract. In [15], Greg McShane demonstrated a remarkable identity for the lengths of simple closed ...
In 1998, Greg McShane demonstrated a remarkable identity for the lengths of simple closed geodesics ...
Abstract. We generalize McShane’s identity for the length series of simple closed geodesics on a cus...
AbstractA remarkable result of McShane states that for a punctured torus with a complete finite volu...
Abstract. We survey some of our recent results on length series identities for hyperbolic (cone) sur...
ABSTRACT. We survey some of our recent results on length series identities for hyperbolic (cone) sur...
Abstract. We give an identity involving sums of functions of lengths of sim-ple closed geodesics, kn...
AbstractWe study the (relative) SL(2,C) character varieties of the one-holed torus and the action of...
AbstractA remarkable result of McShane states that for a punctured torus with a complete finite volu...
The authors derive a McShane identity for once-punctured super tori. Relying upon earlier work on su...
peer reviewedWe obtain new variations of the original McShane identity for those SL(2,C)–representat...
We obtain new variations of the original McShane identity for those SL(2,C)–representations of the o...
The action of the mapping class group of the thrice-punctured projective plane on its GL(2,C) charac...
t has long been known that closed (no boundary), orientable (two-sided) surfaces are classified topo...
In this paper we give a complete description of the space QF of quasifuchsian punctured torus groups...
Abstract. In [15], Greg McShane demonstrated a remarkable identity for the lengths of simple closed ...
In 1998, Greg McShane demonstrated a remarkable identity for the lengths of simple closed geodesics ...
Abstract. We generalize McShane’s identity for the length series of simple closed geodesics on a cus...
AbstractA remarkable result of McShane states that for a punctured torus with a complete finite volu...
Abstract. We survey some of our recent results on length series identities for hyperbolic (cone) sur...
ABSTRACT. We survey some of our recent results on length series identities for hyperbolic (cone) sur...
Abstract. We give an identity involving sums of functions of lengths of sim-ple closed geodesics, kn...
AbstractWe study the (relative) SL(2,C) character varieties of the one-holed torus and the action of...
AbstractA remarkable result of McShane states that for a punctured torus with a complete finite volu...
The authors derive a McShane identity for once-punctured super tori. Relying upon earlier work on su...
peer reviewedWe obtain new variations of the original McShane identity for those SL(2,C)–representat...
We obtain new variations of the original McShane identity for those SL(2,C)–representations of the o...
The action of the mapping class group of the thrice-punctured projective plane on its GL(2,C) charac...
t has long been known that closed (no boundary), orientable (two-sided) surfaces are classified topo...
In this paper we give a complete description of the space QF of quasifuchsian punctured torus groups...