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[837] /abs/math L2-torsion of hyperbolic manifolds Authors: Eckehard Hess (Univ. Mainz), Thomas Schick (Univ. Muenster) Subjects: Differential ...

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Author: Eckehard Hess. Results. L 2-torsion of hyperbolic manifolds Springer Science+Business Media By: Eckehard Hess; Thomas Schick;.

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The result has been independently achieved by both authors and is part of the dissertation of Eckehard Hess at the university of Mainz. For an introduction into L2-theory see [Lu¨97]. Definition 1. Following [Lot92, p. 482] we define the analytic L2-torsion of an L2-acyclic Riemannian (d D 2n C 1)-dimensional manifold of ...

Hess, E. and Schick, T.: L2-torsion of hyperbolic manifolds

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Hess, E. and Schick, T.: L2-torsion of hyperbolic manifolds Autor: Eckehard Hess, Thomas Schick; Titel: L2-torsion of hyperbolic manifolds; Manuscripta …

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von E Hess · · Zitiert von: 17 — Eckehard Hess. Fachbereich Mathematik, Universität Münster, ,¶D Münster, Germany. -muenster.de, ...

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The L^2-torsion is an invariant defined for compact L^2-acyclic manifolds of determinant class, for example odd dimensional hyperbolic manifolds. It was...

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We show that the L 2-torsion of odd dimensional hyperbolic manifolds, which is proportional to the volume, is non-zero. This proves a conjecture of Lott.

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L2-torsion of hyperbolic manifolds

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Abstract:We show that the L2-torsion of odd dimensional hyperbolic manifolds, which is proportional to the volume, is non-zero. This proves a conjecture of...

[PDF] L2-torsion of hyperbolic manifolds - Semantic Scholarwww.semanticscholar.org › paper › L2-torsion-of-h...

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Eckehard Hess, T. Schick; Published 14 May 1998; Mathematics; manuscripta mathematica. Abstract:We show that the L2-torsion of odd dimensional hyperbolic ...

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L2-torsion of hyperbolic manifolds - Eckehard Hess The L^2-torsion is an invariant defined for compact L^2-acyclic manifolds of determinant class, for example ...

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8, (electronic); MR 2002f:58056}, } @article{math , Author = {Eckehard Hess and Thomas Schick}, Title = {L2-torsion of hyperbolic ...

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