  We develop a compact representation of the one-loop n-point functions of all
chiral primary operators in planar SU(N), N=4 super Yang-Mills theory in terms
of tree-level disk correlation functions and the scalar one-loop box integral.
As a check, known results for all four-point functions and for n-point extremal
and near-extremal correlators are rederived. The result is then used to
evaluate explicitly a selection of five and six-point functions. Our findings
suggest that a general one-loop five-point function may be represented through
the minimal four-point and five-point functions of weight two operators.
