2 problems

Let $F$ be a local field, let $D$ be the quaternion algebra over $F$, and let $m(\rho)$ and $m(\rho_D)$ denote the multiplicities for the Ginzburg–Rallis models of $GL_6(F)$ and…

Let $F$ be a local field, let $\pi$ be an irreducible admissible representation of $GL_6(F)$ with central character $\chi^2$, and let $\pi_D$ be its local Jacquet–Langlands corresp…