Exposing relative endoscopy in unitary symmetric spaces

@article{Polak2014ExposingRE,
  title={Exposing relative endoscopy in unitary symmetric spaces},
  author={Jason K.C. Pol'ak},
  journal={Research in the Mathematical Sciences},
  year={2014},
  volume={2},
  pages={1-22}
}
AbstractWe introduce a new class of symmetric space orbital integrals important for applications in certain relative trace formula appearing in the theory of automorphic representations. We verify a fundamental lemma for U2×U2↪U4 via an explicit calculation, giving the first known example of endoscopy for symmetric spaces and showing strong evidence that there is a general theory of endoscopy lurking in this situation. AMS subject classification Primary 20G05 
1
Twitter Mention

Citations

Publications citing this paper.

References

Publications referenced by this paper.
SHOWING 1-5 OF 5 REFERENCES

Advances in Mathematics

  • Paul Levy. Involutions of reductive lie algebras in pos characteristic
  • 210(2):505–559,
  • 2007
VIEW 2 EXCERPTS

volume 626

  • Mikhail Borovoi. Abelian Galois cohomology of reductive groups
  • American Mathematical Society,
  • 1998
VIEW 1 EXCERPT

Representation theory of

VIEW 1 EXCERPT