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On a determinantal formula of Tadić
- American Journal of Mathematics
- Johns Hopkins University Press
- Volume 136, Number 1, February 2014
- pp. 111-142
- 10.1353/ajm.2014.0006
- Article
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We study a special class of complex irreducible representations of GLn over a local non-Archimedean field which we call ladder representations. This is a natural class in the admissible dual which contains the Speh representations. We show that the Tadić determinantal formula is valid for this class and analyze the standard modules pertaining to these representations.