Exterior Algebras Related to the Quantum Group Oq(3)$
I. Heckenberger, A. Schueler
Abstract
For the 9-dimensional bicovariant differential calculi on the Hopf algebra O(Oq(3)) several kinds of exterior algebras are examined. The corresponding dimensions, bicovariant subbimodules and eigenvalues of the antisymmetrizer are given. Exactly one of the exterior algebras studied by the authors has a unique left invariant form with maximal degree.
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