  Arithmetic, geometric and harmonic means are the three classical means famous
in the literature. Another mean such as square-root mean is also known. In this
paper, we have constructed divergence measures based on nonnegative differences
among these means, and established an interesting inequality by use of
properties of Csiszar's f-divergence. Connections of new mean divergences
measures with classical divergence measures such as Jeffreys-Kullback-Leibler
J-divergence, Sibson-Burbea-Rao Jensen difference divergence measure and
Taneja's arithmetic - geometric mean divergence are also established.
