We investigate fermion liquids interacting with longitudinal and trans
verse Abelian gauge fields via bosonization. In two spatial dimensions
we obtain the fermion quasiparticle propagator for the specific case
of a Coulomb plus Chern-Simons gauge action. In the Halperin-Lee-Read
theory of the half-filled Landau level this action describes composite
fermions moving in zero net magnetic field. We identify the novel non
-Fermi-liquid fixed point which controls the low-energy nu = 1/2 physi
cs and show how Kohn's theorem is satisfied.