  In this paper we have considered two one parametric generalizations. These
two generalizations have in articular the well known measures such as:
J-divergence, Jensen-Shannon divergence and Arithmetic-Geometric mean
divergence. These three measures are with logarithmic expressions. Also, we
have particular cases the measures such as: Hellinger discrimination, symmetric
chi-square divergence, and triangular discrimination. These three measures are
also well-known in the literature of statistics, and are without logarithmic
expressions. Still, we have one more non logarithmic measure as particular case
calling it d-divergence. These seven measures bear an interesting inequality.
Based on this inequality, we have considered different difference of divergence
measures and established a sequence of inequalities among themselves.
