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1. CMB 2007 (vol 50 pp. 48)
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Tensor Square of the Minimal Representation of $O(p,q)$ In this paper, we study the tensor product $\pi=\sigma^{\min}\otimes
\sigma^{\min}$ of the minimal representation $\sigma^{\min}$ of $O(p,q)$ with
itself, and decompose $\pi$ into a direct integral of irreducible
representations. The decomposition is given in terms of the Plancherel measure
on a certain real hyperbolic space.
Category:22e46 |