• Corpus ID: 245650484

Distinction and quadratic base change for regular supercuspidal representations

@inproceedings{Wang2022DistinctionAQ,
  title={Distinction and quadratic base change for regular supercuspidal representations},
  author={Chuijia Wang},
  year={2022}
}
In this article, we study Prasad's conjecture for regular supercuspidal representations based on the machinery developed by Hakim and Murnaghan to study distinguished representations, and the fundamental work of Kaletha on parameterization of regular supercuspidal representations. For regular supercuspidal representations, we give some new interpretations of the numerical quantities appearing in Prasad's formula, and reduce the proof to the case of tori. The proof of Prasad's conjecture then… 

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