We discuss the action of a subgroup on small nilpotent orbits, and prove a bounded multiplicity property for the restriction of minimal representations of real reductive Lie groups with respect to arbitrary reductive symmetric pairs.
Projective representations of real reductive Lie groups and the gradient map
A comparison of Paley-Wiener theorems for real reductive Lie groups
Transfer of ideals and quantization of small nilpotent orbits
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