J un 2 00 2 Algebras of p-adic distributions and admissible representations

@inproceedings{Schneider2003JU2,
  title={J un 2 00 2 Algebras of p-adic distributions and admissible representations},
  author={Peter Schneider and Jeremy Teitelbaum},
  year={2003}
}
Introduction In a series of earlier papers, ([ST1-4]) we began a systematic study of locally analytic representations of a locally L-analytic group G, where L ⊆ C p is a finite extension of Q p. Such a representation is given by a continuous action of G on a locally convex topological vector space V over a spherically complete extension field K ⊆ C p of L, such that the orbit maps g → gv are locally analytic functions on G. When G is the group of L-points of an algebraic group, the class of… CONTINUE READING
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