  String solitons in AdS_5 contain information of N=4 SUSY Yang-Mills theories
on the boundary. Recent proposals for rotating string solitons reproduce the
spectrum for anomalous dimensions of Wilson operators for the boundary theory.
There are possible extensions of this duality for lower supersymmetric and even
for non-supesymmetric Yang-Mills theories. We explicitly demonstrate that the
supersymmetric anomalous dimensions of Wilson operators in N=0,1 Yang-Mills
theories behave, for large spin J, at the two-loop level in perturbation
theory, like log J. We compile the analytic one- and two-loop results for the
N=0 case which is known in the literature, as well as for the N=1 case which
seems to be missing.
