2000Canadian Mathematical BulletinOpen access

Complementary Series for Hermitian Quaternionic Groups

Goran Muić, Gordan Savin

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Abstract

Abstract Let G be a hermitian quaternionic group. We determine complementary series for representations of G induced from super-cuspidal representations of a Levi factor of the Siegel maximal parabolic subgroup of G.

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Abstract Let G be a hermitian quaternionic group. We determine complementary series for representations of G induced from super-cuspidal representations of a Levi factor of the Siegel maximal parabolic subgroup of G.

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Available abstract

Abstract Let G be a hermitian quaternionic group. We determine complementary series for representations of G induced from super-cuspidal representations of a Levi factor of the Siegel maximal parabolic subgroup of G.

Key concepts: Mathematics, Hermitian matrix, Pure mathematics, Series (stratigraphy), Quaternionic representation, Quaternion, Group (periodic table), Algebra over a field

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