Matching of Weighted Orbital Integrals for Metaplectic Correspondences
Printed: Dec 2001
We prove an identity between weighted orbital integrals of the unit
elements in the Hecke algebras of $\GL(r)$ and its $n$-fold
metaplectic covering, under the assumption that $n$ is relatively
prime to any proper divisor of every $1 \leq j \leq r$.
22E35 - Analysis on $p$-adic Lie groups