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A Quantum trace map for 3-manifolds (2403.12424v1)
Published 19 Mar 2024 in math.GT and hep-th
Abstract: We define a quantum trace map from the skein module of a 3-manifold with torus boundary components to a module (left and right quotient of a quantum torus) constructed from an ideal triangulation. Our map is a 3-dimensional version of the well-known quantum trace map on surfaces introduced by Bonahon and Wong and further developed by L^e.
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