ASYMPTOTICS OF ANALYTIC TORSION FOR HYPERBOLIC THREE–MANIFOLDS JEAN RAIMBAULT Abstract. We prove that for certain sequences of hyperbolic three–manifolds with cusps which converge to hyperbolic three–space in a wea - Congruence subgroup - Document - PDFSEARCH.IO

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	ASYMPTOTICS OF ANALYTIC TORSION FOR HYPERBOLIC THREE–MANIFOLDS JEAN RAIMBAULT Abstract. We prove that for certain sequences of hyperbolic three–manifolds with cusps which converge to hyperbolic three–space in a wea Add to Reading List Document Date: 2014-11-06 04:47:12 Open Document File Size: 543,41 KB Share Result on Facebook Company Hp / / Currency pence / / IndustryTerm certain local systems / certain coefficient systems / coefficients systems / coefficient systems / / Person K. Reidemeister / JEAN RAIMBAULT / Ian Biringer / Tsachik Gelander / Iddo Samet / Nicolas Bergeron / Jonathan Pfaff / Nikolay Nikolov / / Position author / advisor / / ProvinceOrState Alaska / / RadioStation N AM / / SportsEvent The formula 1 / / Technology weP / / SocialTag Differential geometry Hyperbolic geometry Connection Curvature 3-manifolds Analytic torsion Hyperbolic manifold Orbifold Congruence subgroup Geometry

ASYMPTOTICS OF ANALYTIC TORSION FOR HYPERBOLIC THREE–MANIFOLDS JEAN RAIMBAULT Abstract. We prove that for certain sequences of hyperbolic three–manifolds with cusps which converge to hyperbolic three–space in a weaAdd to Reading List