MMN-775
Sharp bounds for the Jensen divergence with applications
S. S. Dragomir; N. M. Dragomir; D. Sherwell;Abstract
In this paper we provide sharp bounds for the Jensen divergence
generated by different classes of functions including functions of bounded variation, absolutely continuous, Lipschitz continuous, convex functions and differentiable functions whose derivatives enjoy various properties as mentioned
above. The bounds are expressed in terms of known and simpler divergence
measures that are of importance in various applications such as the analysis
of diversity as between and within populations and to cluster analysis.
Vol. 15 (2014), No. 1, pp. 63-85