2 problems

Let $F/F_0$ be an unramified quadratic extension of $p$-adic fields for an odd prime $p$. Let $S_n$ be the Jacquet–Rallis symmetric space, let $G_i=\mathrm{U}(V_i^\sharp)$ and…

Fundamental lemma. When $p$ is odd, $1_{\mathfrak{k}}$ and $\{1_{\mathfrak{k}_0},0\}$ are transfers.