Generic cuspidal representations of 𝑈(2, 1).

Let 𝐹 be a non-Archimedean local field, and let 𝜎 be a non-trivial Galois involution with fixed field F0. When the residue characteristic of F0 is odd, using the construction of cuspidal representations of classical groups by Stevens, we classify generic cuspidal representations of U(2,1)(F/ F0). [ABSTRACT FROM AUTHOR]