Smooth and admissible representations of <span class="mathjax-formula">$p$</span>-adic unipotent groups

Hence by theorem 2, the modules K (£) have good filtrations (for p large and for a special double Schubert scheme 2^ (see 1.8 for the definition), the result was already proved by

subgroup U^ c G^ ofunipotent upper triangular matrices such that co may in a unique way be embedded into the representation of G^, induced by 6 (for non-degenerate (D this was done

ANNALES SCIENTIFIQUES DE L'ECOLE NORMALE SUPERIEURE 61.. We begin to prove our Lemmas. — Use the Bruhat decomposition.. For the computation of the functor F from 2.12 use the

— We prove isomorphisms between p-adic nearby cycles and syntomic complexes for fs (= fine and saturated) log schemes log smooth over a p-adic henselian discrete valuation

Regular characters of a maximal split torus in a split reductive group, for which corresponding non-unitary principal series representations have square.. integrable

Vavilov, Description of subgroups of the full linear group over a semilocal ring that contain the group of diagonal

Keywords: nilpotent p-adic Lie group, square integrable irreducible representation, supercuspidal representation, induced representation, compact open

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