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Maximum entropy versus minimum risk and applications to some classical discrete distributions.

. IEEE Trans. Inf. Theory, 48 (8): 2368-2376 (2002)

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Maximum entropy versus minimum risk and applications to some classical discrete distributions.. IEEE Trans. Inf. Theory, 48 (8): 2368-2376 (2002)Informationstheorie. Teubner Studienbücher Teubner, Stuttgart, (1974)Paradigms of Cognition.. Entropy, 19 (4): 143 (2017)On Asymptotically Optimal Methods of Prediction and Adaptive Coding for Markov Sources., and . J. Complex., 18 (1): 224-241 (2002)Inequalities between entropy and index of coincidence derived from information diagrams., and . IEEE Trans. Inf. Theory, 47 (7): 2944-2960 (2001)Computation of Universal Objects for Distributions Over Co-Trees., and . IEEE Trans. Inf. Theory, 58 (12): 7021-7035 (2012)Zipf's Law, Hyperbolic Distributions and Entropy Loss., and . GTIT-C, volume 4123 of Lecture Notes in Computer Science, page 788-792. Springer, (2006)Entropy, some new lower bounds.. ITW, page 196. IEEE, (2002)Intrinsic methods for optimization problems.. ISIT, page 1627-1630. IEEE, (2008)Information-theoretical optimization techniques.. Kybernetika, 15 (1): 8-27 (1979)