For every n, the SL_n quantum trace maps for different ideal triangulations are related by a balanced n-th root quantum coordinate change that extends the Fock-Goncharov isomorphism.
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Naturality of ${\rm SL}_n$ quantum trace maps for surfaces
For every n, the SL_n quantum trace maps for different ideal triangulations are related by a balanced n-th root quantum coordinate change that extends the Fock-Goncharov isomorphism.