Chang Yang

most citedGamma factors of level zero supercuspidal representations

2 citations · 2 across the 1 of their papers we have counts for

collaborators

3 papers

math.RT2019

Distinguished representations, Shintani base change and a finite field analogue of a conjecture of Prasad

Chang Yang

Let $E / F$ be a quadratic extension of fields, and $G$ a connected quasi-split reductive group over $F$ . Let $G^{o p}$ be the opposition group obtained by twisting $G$ by the duality…

math.RT2019★ 2 cited

Gamma factors of level zero supercuspidal representations

Chang Yang

We give an explicit formula for the twisted gamma factor for a pair of irreducible supercuspidal representations of level zero. We also obtain an explicit formula for the unramifie…

math.RT2018

A Whittaker-Plancherel Inversion Formula for $SL_{2} (C)$

Zhi Qi, Chang Yang

In this paper, we establish a Whittaker-Plancherel inversion formula for $SL_{2} (C)$ from the analytic perspective of the Bessel transform of Bruggeman and Motohash…

Distinguished representations, Shintani base change and a finite field analogue of a conjecture of Prasad

Gamma factors of level zero supercuspidal representations

A Whittaker-Plancherel Inversion Formula for SL2​(C)

A Whittaker-Plancherel Inversion Formula for $SL_{2} (C)$