  We discuss a class of Fermi Liquid Operators in N = 4 SYM. We show that these
operators are eigenstates of the full quantum dilatation operator. We compute
their 1 and 2 loop anomalous dimensions, and show that, similar to Fermi
liquids in condensed matter systems, these corrections are suppressed by an
arbitrarily small parameter, which is the equivalent of one over the Fermi
energy. These operators are, at the classical level, descendants of 1/16 BPS
operators, with some scaling properties similar to those of the 1/16 Black
Holes in AdS_5.
