A multiplicative doubling-method gamma factor is defined for depth-zero representations of classical finite groups of Lie type, with explicit Deligne-Lusztig formulas in the non-conjugate-dual case and a relation to supercuspidal representations.
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On classical doubling method gamma factors for certain depth zero representations
A multiplicative doubling-method gamma factor is defined for depth-zero representations of classical finite groups of Lie type, with explicit Deligne-Lusztig formulas in the non-conjugate-dual case and a relation to supercuspidal representations.