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A Borel-Weil-Bott type theorem of quantum shuffle algebras
Published 28 Aug 2012 in math.QA, math.KT, and math.RA | (1208.5799v1)
Abstract: We prove in this paper a Borel-Weil-Bott type theorem for the coHochschild homology of a quantum shuffle algebra associated with quantum group datum taking coefficients in some well-chosen bicomodules, which can be looked as an analogue of equivariant line bundles over flag varieties in the non-commutative case.
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