A new way integral for the $n$-fold cover of $S{L}_2$

Tianxiang Liu

Let $\pi$ be a genuine irreducible cuspidal automorphic representation of the $n$-fold cover $S{L}_2^{(n)}(\mathbb{A})$ of $S{L}_2(\mathbb{A})$, $n\ge 3$ odd, and let $\tau$ be the genuin…