A Note on Quantum 3-manifold Invariants and Hyperbolic Volume

Abstract

For a closed, oriented 3-manifold M and an integer r > 0, let τr(M) denote the SU(2) Reshetikhin-Turaev-Witten invariant of M , at level r. We show that for every n > 0, and for r1, . . . , rn > 0 sufficiently large integers, there exist infinitely many non-homeomorphic hyperbolic 3-manifolds M , all of which have different hyperbolic volume, and such that… (More)

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@inproceedings{Kalfagianni2007ANO, title={A Note on Quantum 3-manifold Invariants and Hyperbolic Volume}, author={Efstratia Kalfagianni}, year={2007} }