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In this paper, we prove quantum analogues of the Chamber Ansatz formulae forunipotent cells. These formulae imply that the quantum twist automorphisms,constructed by Kimura and the author, are generalizations of Berenstein-Rupel'squantum twist automorphisms for unipotent cells associated with the squares ofacyclic Coxeter elements. This conclusion implies that the known compatibilitybetween quantum twist automorphisms and dual canonical bases corresponds to theproperty conjectured by Berenstein and Rupel.

The Chamber Ansatz for quantum unipotent cells