THE -MODULAR LOCAL LANGLANDS CORRESPONDENCE AND LOCAL CONSTANTS
THE -MODULAR LOCAL LANGLANDS CORRESPONDENCE AND LOCAL CONSTANTS
Abstract Let $F$ be a non-archimedean local field of residual characteristic $p$ , $\ell \neq p$ be a prime number, and $\text{W}_{F}$ the Weil group of $F$ . We classify equivalence classes of $\text{W}_{F}$ -semisimple Deligne $\ell$ -modular representations of $\text{W}_{F}$ in terms of irreducible $\ell$ -modular representations of $\text{W}_{F}$ …