  We study issues concerning perturbative integrability of N=6 Chern-Simons
theory at planar and weak `t Hooft coupling regime. By Feynman diagrammatics,
we derive so called maximal-ranged interactions in the quantum dilatation
generator, originating from homogeneous and inhomogeneous diagrams. These
diagrams require proper regularization of not only ultraviolet but also
infrared divergences. We first consider standard operator mixing method. We
show that homogeneous diagrams are obtainable by recursive method to all
orders. The method, however, is not easily extendable to inhomogeneous
diagrams. We thus consider two-point function method and study both operator
contents and spectrum of the quantum dilatation generator up to six loop
orders. We show that, of two possible classes of operators, only one linear
combination actually contributes. Curiously, this is exactly the same
combination as in N=4 super Yang-Mills theory. We then study spectrum of
anomalous dimension up to six loops. We find that the spectrum agrees perfectly
with the prediction based on quantum integrability. In evaluating the six loop
diagrams, we utilized remarkable integer-relation algorithm (PSLQ) developed by
Ferguson, Baily and Arno.
