Keywords: PatRec

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# Bibliography

1.
  Albert Morehead and Geoffrey Mott-Smith, Hoyles Rules of Games New American Library, 1983.
2.
  Jorma Rissanen, Stochastic Complexity in Statistical Inquiry World Scientific Pub.Co. 1989.
3.
  Jorma Rissanen, Stochastic Complexity J.Roy.Statist.Soc.B (1987)49, No. 3, pp223-239 and 252-265.
4.
  Jorma Rissanen, Stochastic Complexity and the Maximum Entropy Principle, Jorma Rissanen, IBM Almaden Research Center, K52/802, San Jose, Ca. 95120-6099, USA.
5.
  Peter Walley, Statistical Reasoning with Imprecise Probabilities, Chapman and Hall, 1991.
6.
  E.T. Jaynes, Papers on Probability, Statistics, and Statistical Physics (Ed. R.D. Rosenkrantz. Kluwer Boston, 1983.
7.
  E.T. Jaynes Probability Theory: The Logic Of Science ftp site : bayes.wustl.edu on subdirectory Jaynes.book.
8.
  R. Thom, Structural Stability and Morphogenesis Translated from the French ed., as updated by the author, by D. H. Fowler. W. A. Benjamin, 1975.
9.
  Ralph Abraham, Foundations of Mechanics Benjamin, 1967.
10.
  Gregory Chaitin, Information, Randomness and Incompleteness World Scientific 1987.
11.
  Gregory Chaitin, Randomness and Mathematical Proof, Scientific American, 232 pp 47-52, May 1975.
12.
  Irving John Good, Good thinking : the foundations of probability and its applications University of Minnesota Press, 1983.
13.
  Irving John Good, (Ed.) The scientist speculates / an anthology of partly-baked ideas. London : Heinemann, 1962. Here for fun.
14.
  Irving John Good, The estimation of probabilities : an essay on modern Bayesian methods Cambridge, Mass : M.I.T. Press, 1965.
15.
  Claude Shannon A Mathematical Theory of Communication Bell Systems Technical Journal, 47 pp143-157.
16.
  Claude Shannon and W. Weaver The Mathematical Theory of Communication, Univ. of Illinois Press, 1949.
17.
  Thomas Cover, Joy Thomas Elements of Information Theory Wiley 1991.
18.
  Y.Sakamoto, M Ishiguro and G. Kitagawa Akaike Information Statistics D. Reidel 1986.
19.
  H. Akaike A new look at the statistical model identification IEEE Trans. Aut. Control. 19 pp716-723 1974.
20.
  G. Schwartz Estimating the dimension of a model Ann. Stat. 6 2, pp461-464 1978.
21.
  R. Shibata Asymptotically efficient selection of the order of the model for estimating parameters of a linear process. Ann. Stats. 8 pp147-167 1980.
22.
  David J.C. MacKay bayesian Methods for Adaptive Models (Doctoral Thesis from CalTech) 1992.
23.
  T.P. Speed and Bin Yu Model Selection and Prediction: Normal Regression Ann. Inst. Staist. Math. 45 No.1, pp35-54. 1993.

Next: Decisions: Statistical methods Up: Statistical Ideas Previous: Exercises