Easy-group characterization conjecture

From papers

Let $H$ be an algebraic group over the ground field, and call it easy if every $h$ lies in the neutral connected component of its centralizer. The easy-group characterization conjecture. The group $G$ is easy if and only if all ${\mathbb L}$ -packets for $G$ are trivial.

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Sources & referencesView supporting material

Primary source

Mitya Boyarchenko and Vladimir Drinfeld, “A motivated introduction to character sheaves and the orbit method for unipotent groups in positive characteristic”, arXiv:math/0609769 (2010).

algebraic-groups character-sheaves unipotent-groups

1 week ago

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