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On certain supercuspidal representations of associated with tamely ramified extensions: the formal degree conjecture and the root number conjecture
Koichi Takase
Based upon the general theory, developed by the author, on the parametrization of the irreducible representations of the hyper special compact groups corresponding to the regular a…
On certain supercuspidal representations of symplectic groups associated with tamely ramified extensions : the formal degree conjecture and the root number conjecture
Koichi Takase
The formal degree conjecture and the root number conjecture are verified with respect to supercuspidal representations of and -parameters associated with tamely ram…
Regular irreducible characters of a hyperspecial compact group
Koichi Takase
A parametrization of irreducible unitary representations associated with the regular adjoint orbits of a hyperspecial compact subgroup of a reductive group over a non-dyadic non-ar…
Regular characters of and Weil representations over finite fields
Koichi Takase
In this paper, we will point out a gap in the proof of a theorem of G.Hill (J. Algebra, 174 (1995), 610-635) and will give new arguments to give a remedy in the non-dyadic case mod…