par Pevzner, Michail 
Référence Australian Mathematical Society. Journal, 73, 2, page (279-299)
Publication Publié, 2002-10
Référence Australian Mathematical Society. Journal, 73, 2, page (279-299)
Publication Publié, 2002-10
Article révisé par les pairs
| Résumé : | We construct the Well representation of the Kantor-Koecher-Tits Lie algebra g associated to a simple real Jordan algebra V. Later we introduce a family of integral operators intertwining the Weil representation with the infinitesimal representations of the degenerate principal series of the conformal group G of the Jordan algebra V. The decomposition of L2(V) in the case of Jordan algebra of real square matrices is given using this construction. |
