Let D = G/K be a complex bounded symmetric domain of tube type in a Jordan algebra VC, and let D = H/L = D∩V be its real form in a Jordan algebra V ⊂ VC. The analytic continuation of the holomorphic discrete series on D forms a family of interesting representations of G. We consider the restriction on D of the scalar holomorphic representations of G, as a representation of H . The unitary part ...