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Star product on complex sphere $$mathbb {S}^{2n}$$ |
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| Authors: | A. Mudrov |
| Affiliation: | 1.Department of Mathematics,University of Leicester,Leicester,UK |
| Abstract: | We construct a (U_qbigl (mathfrak {s}mathfrak {o}(2n+1)bigr ))-equivariant local star product on the complex sphere (mathbb {S}^{2n}) as a non-Levi conjugacy class (SO(2n+1)/SO(2n)). |
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