Relative discrete series of line bundles over bounded symmetric domains
Anthony H. Dooley, Bent Ørsted, Genkai Zhang (1996)
Annales de l'institut Fourier
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We study the relative discrete series of the -space of the sections of a line bundle over a bounded symmetric domain. We prove that all the discrete series appear as irreducible submodules of the tensor product of a holomorphic discrete series with a finite dimensional representation.