Local integrability of Bessel functions on split groups
arXiv:1610.03616
Abstract
In this paper, we prove that the Bessel functions are locally integrable for all connected split reductive linear algebraic groups over a p-adic field and the Bessel distributions are given by integrals against these Bessel functions, which are previously known only for proved by Baruch.
Corollary 6.7 and its proof are not correct, which results in a gap in the proof of the main result