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Introduction

In this chapter we shall present the$M-$dimensional generalizations of the $I$ and $J-$diver- gences given in chapter 4. We shall generalize these measures for the $(r,s)-$unified expressions. A third divergence measure, not very much known in the literature is also given. We call it the unified $(r,s)-T-$divergences or unified $(r,s)-$ arithmetic and geometric mean divergence