Is ∑(n=2)^∞ 1/(ln(n)) considered a harmonic series?

Ok, I'm a tad doubtful to wether ∑(n=2)^∞ 1/(ln(n)) is considered to be a harmonic series; I know the basic principle is ∑(n=1)^∞ 1/(an+b), and taking that into consideration I believe it is, but I just need someone to clarify my doubts. Thanks.