Quantum Teichmuller theory and representations of the pure braid group

Abstract

We adapt some of the methods of quantum Teichmüller theory to construct a family of representations of the pure braid group of the sphere.

15 pages. Several typos corrected. To appear in Communications in Contemporary Mathematics

References in corpus (2)

• Local representations of the quantum Teichmuller space
• Quantum hyperbolic invariants for diffeomorphisms of small surfaces

Cited by in corpus (2)

• Quantum Teichmüller space and Kashaev algebra
• A survey of quantum Teichmüller space and Kashaev algebra