Bibliography Page 1 Bibliography In addition to the usual data each title contains one or more
code numbers indicating the particular fields the paper belongs to (eg, <K16>, knot groups; …

We apply some of the ideas of Margulis's Ph. D. dissertation to Teichmüller space. Let X be a
point in Teichmüller space, and let BR. X/be the ball of radius R centered at X (with …

This paper gives an account of the unitary representations of the braid group that arise via
the Hodge theory of cyclic branched coverings of P^ 1, highlighting their connections with …

In this work the authors develop a decomposition theory for subgroups of Out (Fn) which
generalizes the decomposition theory for individual elements of Out (Fn) found in the work of …

arXiv:0811.2362v3 [math.DS] 19 Mar 2011 Page 1 arXiv:0811.2362v3 [math.DS] 19 Mar 2011
Counting closed geodesics in Moduli space Alex Eskin∗and Maryam Mirzakhani† October …

In this article, we introduce the notion of cluster automorphism of a given cluster algebra as a
ℤ‐automorphism of the cluster algebra that sends a cluster to another and commutes with …

Let S be a surface with genus g and n boundary components, and let d (S)= 3g-3+ n denote
the number of curves in any pants decomposition of S. We employ metric properties of the …

Quantitative recurrence and large deviations for Teichmuller geodesic flow Page 1 Geom
Dedicata (2006) 119:121–140 DOI 10.1007/s10711-006-9058-z ORIGINAL ARTICLE …

Deformation spaces Hom ($\pi $, G)/G of representations of the fundamental group $\pi $ of
a surface $\Sigma $ in a Lie group $ G $ admit natural actions of the mapping class group …

We study dynamics of the horocycle flow on strata of translation surfaces, introduce new
invariants for ergodic measures, and analyze the interaction of the horocycle flow and real …