Difference between revisions of "MaxEnt"

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*[http://bayes.wustl.edu/etj/node2.html Edwin T. Jaynes Unpublished Works]
 
*[http://bayes.wustl.edu/etj/node2.html Edwin T. Jaynes Unpublished Works]
 
[http://rationalargumentator.com/issue36/probabilitylogic.html Probability as Logic]
 
  
 
[[wiki: Principle of maximum entropy]]
 
[[wiki: Principle of maximum entropy]]

Revision as of 18:06, 31 July 2012

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Institute of Electrical and Electronics Engineers IEEE

Cavendish Laboratory, Cambridge The Inference Group

International Society for Bayesian Analysis (ISBA)

Larry Bretthorst bayes.wustl.edu

wiki: Principle of maximum entropy

Unit 4: Probability, Lecture 1 | MIT 6.050J Information and Entropy, Spring 2008, also about market


ISU Library

  • Jaynes, E. T. (Edwin T.) Probability theory : the logic of science / by E.T. Jaynes ; edited by G. Larry Bretthorst. Location: Main Book Collection (2nd Floor) QA273 .J36 2003
  • Sivia, D. S. Data analysis : a Bayesian tutorial. Location: Main Book Collection (2nd Floor) QA279.5 .S55 2006
  • Jeffreys, Harold, 1891-1989. Scientific inference. Location: Main Book Collection (2nd Floor) Q175 .J35 1973
  • Physics and probability : essays in honor of Edwin T. Jaynes / edited by W.T. Grandy, Jr. and P.W. Milonni. Location: Main Book Collection (2nd Floor) QC6.2 .P48 1993
  • Maximum-entropy and Bayesian methods in inverse problems / edited by C. Ray Smith and W.T. Grandy, Jr. Location: Main Book Collection (2nd Floor) Q370 .M37 1985
  • Maximum Entropy Workshop (3rd : 1983 : Laramie, Wyo.) Maximum-entropy and Bayesian spectral analysis and estimation problems : proceedings of the Third Workshop on Maximum Entropy and Bayesian Methods in Applied Statistics, Wyoming, U.S.A., August 1-4, 1983 / edited by C. Ray Smith and Gary J. Erickson. Location: Main Book Collection (2nd Floor) Q370 .M385 1983
  • Entropy and information in science and philosophy / ed. by Libor Kubát and Jirí Zeman. Location: Main Book Collection (2nd Floor) Q370 .E57 1975
  • Khinchin, A. Mathematical foundations of information theory. Q175.K443