Explicit formulas are given for the complex Weyl symbols of the harmonic representation operators of SU(p,q) and its extension by the (2p+2q+1)-dimensional Heisenberg group.
H¨ ormander,Symplectic classification of quadratic forms, and general Mehler formulas , Math
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Complex Weyl correspondence and harmonic representation of $SU(p,q)$
Explicit formulas are given for the complex Weyl symbols of the harmonic representation operators of SU(p,q) and its extension by the (2p+2q+1)-dimensional Heisenberg group.