Factorization Rules in Quantum Teichmüller Theory

Mathematics – Geometric Topology

Scientific paper

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28 pages, 7 figures. Version 2: corrected misprints, added Figure 3, corrected the proof of Proposition 9 and Lemma 19

Scientific paper

We study the representation theory of the quantum Teichmueller space when going to infinity in the classical Teichmueller space. The geometric ingredients are the extension of Thurston's shear coordinates to the augmented Teichmueller space and the study of the Weil-Petersson Poisson structure for this extension. The result is analogous to the factorization rule found in conformal field theory.

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