Generic cuspidal representations of 𝑈(2, 1)
Abstract Let 𝐹 be a non-Archimedean local field, and let 𝜎 be a non-trivial Galois involution with fixed field F0F_{0}. When the residue characteristic of F0F_{0} is odd, using the construction of cuspidal representations of classical groups by Stevens, we classify generic cuspidal representations of U⁢(2,1)⁢(F/F0)U(2,1)(F/F_{0}).