Braided homology of quantum groups
arXiv:math/0701193 · doi:10.1017/is008008021jkt063
Abstract
We study braided Hochschild and cyclic homology of ribbon algebras in braided monoidal categories, as introduced by Baez and by Akrami and Majid. We compute this invariant for several examples coming from quantum groups and braided groups.
25 pages, 12 figures. Final version, to appear in Journal of K-theory