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Ends of Unimodular Random Manifolds by Biringer, Ian; Raimbault, Jean is a scholarly article available to read on EtoBox.

What is Ends of Unimodular Random Manifolds about?

We study the ends of a generic manifold, with respect to a unimodular measure on the space of pointed Riemannian manifolds with bounded curvatures. We apply our general result to the case of surfaces and obtain as corollaries a very precise description of generic leaves for foliations with invariant measures and of quotients of the hyperbolic plane by invariant random subgroups of the isometry group.

Author

Biringer, Ian; Raimbault, Jean

Published

2014

Language

EN