Parabolically Induced Banach Space Representation Of P Adic Groups
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Parabolically Induced Banach Space Representation of P-adic Groups
Author | : Chathurika Umayangani Athapattu |
Publisher | : |
Total Pages | : 96 |
Release | : 2020 |
Genre | : Banach spaces |
ISBN | : |
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Parabolic induction is a method of constructing representations of a reductive group from representations of its parabolic subgroups. We study the parabolic induction for p-adic Banach space representation of p-adic groups. In this dissertation, using the Schneider-Teitelbaum duality, we consider the corresponding Iwasawa modules. We present the dual of parabolically induced representation in terms of the tensor product.
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