peer reviewedWe obtain new variations of the original McShane identity for those SL(2,C)–representations of the once punctured torus group which satisfy the Bowditch conditions, and also for those fixed up to conjugacy by an Anosov mapping class of the torus and satisfying the relative Bowditch conditions
We construct a complex surface of irreducible $SL(6,\C)$ representations of the fundamental group of...
We construct a complex surface of irreducible $SL(6,\C)$ representations of the fundamental group of...
We determine the action of the Torelli group on the equivariant cohomology of the space of flat SL(2...
We obtain new variations of the original McShane identity for those SL(2,C)–representations of the o...
AbstractWe study the (relative) SL(2,C) character varieties of the one-holed torus and the action of...
Abstract. In this note we announce several results concerning the SL(2,C) character variety X of the...
G. McShane [8] described a remarkable identity concerning the lengths of simple closed geodesics on ...
AbstractA remarkable result of McShane states that for a punctured torus with a complete finite volu...
Abstract. We construct a complex surface of irreducible SL(6,C) representations of the fundamental g...
We describe the geometry of the character variety of representations of the knot group $\Gamma_{m,n}...
AbstractWe describe a 1-cocycle condition that guarantees the smoothness of a reducible character in...
For a 3-manifold $M$ and an acyclic $\mathit{SL}(2,\mathbb{C})$-representation $\rho$ of its fundame...
For a compact oriented 3-manifold with torus boundary the adjoint Reidemeister torsion is defined as...
We describe fractal tessellations of the complex plane that arise naturally from Cannon-Thurston map...
Let $\Sigma$ be a surface with $\chi (\Sigma) < 0$, and a representation $\rho $ from the fundamenta...
We construct a complex surface of irreducible $SL(6,\C)$ representations of the fundamental group of...
We construct a complex surface of irreducible $SL(6,\C)$ representations of the fundamental group of...
We determine the action of the Torelli group on the equivariant cohomology of the space of flat SL(2...
We obtain new variations of the original McShane identity for those SL(2,C)–representations of the o...
AbstractWe study the (relative) SL(2,C) character varieties of the one-holed torus and the action of...
Abstract. In this note we announce several results concerning the SL(2,C) character variety X of the...
G. McShane [8] described a remarkable identity concerning the lengths of simple closed geodesics on ...
AbstractA remarkable result of McShane states that for a punctured torus with a complete finite volu...
Abstract. We construct a complex surface of irreducible SL(6,C) representations of the fundamental g...
We describe the geometry of the character variety of representations of the knot group $\Gamma_{m,n}...
AbstractWe describe a 1-cocycle condition that guarantees the smoothness of a reducible character in...
For a 3-manifold $M$ and an acyclic $\mathit{SL}(2,\mathbb{C})$-representation $\rho$ of its fundame...
For a compact oriented 3-manifold with torus boundary the adjoint Reidemeister torsion is defined as...
We describe fractal tessellations of the complex plane that arise naturally from Cannon-Thurston map...
Let $\Sigma$ be a surface with $\chi (\Sigma) < 0$, and a representation $\rho $ from the fundamenta...
We construct a complex surface of irreducible $SL(6,\C)$ representations of the fundamental group of...
We construct a complex surface of irreducible $SL(6,\C)$ representations of the fundamental group of...
We determine the action of the Torelli group on the equivariant cohomology of the space of flat SL(2...
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