— Christophe Vignat 2011/03/25 18:44

Papers to study


E.T.Jaynes, Concentration of Distributions at Entropy Maxima

S. Bobkov and M. Madiman, The entropy per coordinate of a random vector is highly constrained under convexity conditions

J. Aczel, Measuring information beyond communication theorem-Why some generalized information measures may be useful, others not

P. K. Newton and S. A. DeSalvo, The Shannon entropy of Sudoku matrices

I. Csiszar, Information Theoretic Methods in Probability and Statistics

H. Stern and T. Cover, Maximum Entropy and the Lottery

T. Cover, The Worst Additive Noise Under a Covariance Constraint

O. Rioul, A Simple Proof of the Entropy-Power Inequality via Properties of Mutual Information

J. M. Van Campenhout and T. M. Cover, Maximum Entropy and Conditional Probability

C. Villani, A Short Proof of the “Concavity of Entropy Power”

D. Chafai, Gaussian Maximum of Entropy and Reversed Log-Sobolev Inequality

L. Ekroot and T. Cover, The Entropy of Markov Trajectories

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