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# Jason Polak : Exposing relative endoscopy

For a reductive algebraic group G with Lie algebra g and involution \theta we define relative orbital integrals with respect to G acting on the -1 eigenspace of \theta on g. We prove some fundamental lemmas relating these orbital integrals to relative orbital integrals on smaller groups, providing the first example of a theory of relative endoscopy in our setting

**Category**: Algebraic Geometry**Duration**: 01:34:49**Date**: November 12, 2014 at 4:25 PM-
**Tags:**seminar, Algebraic Geometry Seminar

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