  We study models of chiral interacting fermions by means of conformal and
Bethe-Ansatz techniques, and determine their thermodynamic properties and
asymptotic correlation functions. We identify a class of fixed points
characterizing the infrared behavior of the models. They display {\it chirally
stabilized} non Fermi-Liquid behavior characterized by universal exponents. A
realization of these fluids may be found in the edge states of bilayered QHE
systems. We calculate the universal temperature dependence of the staggered
conductance in these systems.
