On a classification of irreducible admissible modulo $p$ representations of a $p$-adic split reductive group

Noriyuki Abe

arxiv: 1103.2525 · v3 · pith:YG43YXAZnew · submitted 2011-03-13 · 🧮 math.RT · math.NT

On a classification of irreducible admissible modulo p representations of a p-adic split reductive group

Noriyuki Abe This is my paper

classification 🧮 math.RT math.NT

keywords representationsadicadmissibleclassificationgroupirreduciblemoduloreductive

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We give a classification of irreducible admissible modulo $p$ representations of a split $p$-adic reductive group in terms of supersingular representations. This is a generalization of a theorem of Herzig.

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On a classification of irreducible admissible modulo p representations of a p-adic split reductive group

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