Degenerate Whittaker functionals for real reductive groups
Degenerate Whittaker functionals for real reductive groups
Degenerate Whittaker functionals for real reductive groups
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Main results<br />
Theorem (2)<br />
The sets Ψ (π) and WF (π) determine one another if<br />
1 G = GL n (R) or GL n (C) or SL n (C) and π ∈ M (G )<br />
2 G = Sp 2n (C) or O n (C) or SO n (C) and π is irreducible<br />
Gourevitch-Sahi <strong>Degenerate</strong> <strong>Whittaker</strong> <strong>functionals</strong> August 2012 6 / 14