Equivariant embeddings of Stein domains sitting inside of complex semigroups
Equivariant embeddings of Stein domains sitting inside of complex semigroups
In this paper we prove an equivariant version of Hörmanders embedding theorem for Stein manifolds.More concretely, let G be a connected Lie group sitting in its complexificationUnder slight obstructions on D we construct a Hilbert space H equipped with a unitary G × G-action and a holomorphic equivariant closed embedding …