Information projections revisited Imre Csiszr and Frantiek Mat  Home/Search
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Abstract: The goal of this paper is to complete results available about I - projections, reverse I -projections, and their generalized versions, with focus on linear and exponential families. Pythagorean-like identities and inequalities are revisited and generalized, and generalized maximum-likelihood (ml) estimates for exponential families are introduced. The main tool is a new concept of extension of exponential families, based on our earlier results on convex cores of measures. (Update)
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.... be calculated explicitly, the most notable results have been in the form of bounds bounds on the number of outcomes in an optimal measurement [4] and bounds on the accessible information itself [5, 6] Much of the goal of my own research on this question, reported in Section...
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BibTeX entry: (Update)
A.M. Fraser. Information and entropy in strange attractors. IEEE Transactions on Information Theory, 35(2), 1989. http://citeseer.ist.psu.edu/fraser89ieee.html More
@misc{ fraser89ieee,
author = "A. Fraser and I. entropy and s attractors",
title = "IEEE Transactions on Information Theory",
text = "A.M. Fraser. Information and entropy in strange attractors. IEEE Transactions
on Information Theory, 35(2), 1989.",
year = "1989",
url = "citeseer.ist.psu.edu/fraser89ieee.html" }
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