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Comments conjectures and conclusions

C261. The species-sam pling problem again

Pages 301-304 | Published online: 30 Mar 2007

References

  • Burgess , Anthony . Dec 1985 . Is it really Shakespeare , Dec , New York Review of Books . 22
  • Efron , B. and Thisted , R. 1976 . Estimating the number of unseen species: How many words did Shakespeare know? . Biometrika , 63 Dec : 435 – 447 .
  • Fisher , R.A. 1943 . A theoretical distribution for the apparent abundance of different species . J. Animal Ecology , 12 Dec : 54 – 57 .
  • Good , I.J. 1953 . The population frequencies of species and the estimation of population parameters . Biometrika , 40 Dec : 237 – 264 .
  • Good , I.J. 1976 . “ The Bayesian influence, or how to sweep subjectivism under the carpet ” . In Foundations of Probability Theory, Statistical Inference, and Statistical Theories of Science , Edited by: Hooker , C.A. and Harper , W. Dordrecht, , Holland : D.Reidel . Reprinted in Good (1983)
  • Good , I.J. 1982 . The standard error of the estimated “coverage” of a sample of species or vocabulary . J. Statist. Comput. & Simul , 15 ( 4 ) : 336 – 337 . C139
  • Good , I.J. 1983 . Good Thinking: The Foundations of Probability and its Applications , University of Minnesota Press .
  • Good , I.J. in press . The species-sampling problem: Can it be treated without empirical Bayes? . J. Statist. Comput.& Simul , C254
  • Good , I.J. and Toumin , G.H. 1956 . The number of new species, and the increase in population coverage, when a sample is increased . Biometrika , 43 : 45 – 63 .
  • Kolata , Gina . 1986 . Shakespeare’s new poem: An ode to statistics. Science , 231 January : 335 24
  • Robbins , H.E. 1968 . Estimating the total probability of the unobserved outcomes of an experiment . Ann Math. Statist , 39 January : 256 – 267 .
  • Taylor Gary Shakespeare's new poem: A scholar's clues and conclusions New York Review of Books Dec. 15 1985 11 14 Also Who’s sorry now? loc cit. (Dec. 22),p.3

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