崔沛仪 , 刁晗生 , 杜衡 , 胡悦科 , ‌李华杰 , 徐文强 , 徐斌 , 朱艺航

蔡立

2026年09月23日 10:00 至 11:00

Shuangqing-C654

Let $G$ be a split reductive group over a $p$-adic field. We prove that Bessel distributions are regular for all generic representations on $G$ provided that certain Kloosterman sums for any Levi subgroups of $G$ have nontrivial bounds. The regularity is proved for groups of type A and the group $G_2$.