Mathematics – Statistics Theory
Scientific paper
2006-04-11
Mathematics
Statistics Theory
36 pages
Scientific paper
This paper is devoted to the mathematical study of some divergences based on the mutual information well-suited to categorical random vectors. These divergences are generalizations of the "entropy distance" and "information distance". Their main characteristic is that they combine a complexity term and the mutual information. We then introduce the notion of (normalized) information-based divergence, propose several examples and discuss their mathematical properties in particular in some prediction framework.
Coeurjolly Jean-François
Drouilhet Rémy
Robineau Jean-François
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