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The Next Step Beyond Graded Lie Algebra: Recoupling Lie Algebra |
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| Authors: | William P. Joyce |
| Affiliation: | (1) Department of Physics and Astronomy, University of Canterbury, Private Bag 4800, New Zealand |
| Abstract: | We present a generalization of graded Lie algebra as an algebraic version of recoupling theory. In order to construct a universal envelope we generalise the usual notion of algebra to that of  -algebra. We state the basis of the envelope. |
| Keywords: | recoupling Lie algebra Poincaré -Birkhoff-Witt theorem universal |
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