Article ID | Journal | Published Year | Pages | File Type |
---|---|---|---|---|
4668402 | Advances in Mathematics | 2006 | 45 Pages |
Abstract
The construction of a quantum groupoid out of a double groupoid satisfying a filling condition and a perturbation datum is given. Several important classes of examples of tensor categories are shown to fit into this construction. Certain invariants such as a pivotal group-like element and quantum and Frobenius–Perron dimensions of simple objects are computed.
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