M. Mitra

activity

19962012

most citedHeight in splittings of hyperbolic groups

1 citations · 1 across the 5 of their papers we have counts for

collaborators

5 papers

math.GT2012

On a Theorem of Scott and Swarup

Mahan Mitra

Let $1 \to H \to G \to Z \to 1$ be an exact sequence of hyperbolic groups induced by a fully irreducible automorphism $ϕ$ of the free group…

math.GR2004★ 1 cited

Height in splittings of hyperbolic groups

Mahan Mitra

Suppose $H$ is a hyperbolic subgroup of a hyperbolic group $G$ . Assume there exists $n > 0$ such that the intersection of $n$ essentially distinct conjugates of $H$ is always finit…

math.DG1999

Thurston boundary of Teichmüller spaces and the commensurability modular group

Indranil Biswas, Mahan Mitra, Subhashis Nag

If $p : Y \to X$ is an unramified covering map between two compact oriented surfaces of genus at least two, then it is proved that the embedding map, corresponding to $p$ , from the…

math.DG1998

Coarse extrinsic geometry: a survey

Mahan Mitra

This paper is a survey of some of the developments in coarse extrinsic geometry since its inception in the work of Gromov. Distortion, as measured by comparing the diameter of ball…

math.GT1996

Cannon-Thurston Maps for Trees of Hyperbolic Metric Spaces

Mahan Mitra

Let (X,d) be a tree (T) of hyperbolic metric spaces satisfying the quasi-isometrically embedded condition. Let $v$ be a vertex of $T$ . Let $(X_{v}, d_{v})$ denote the hyperbolic metri…