Tham khảo Suy_luận_thống_kê

  1. Konishi & Kitagawa (2008), p.75
  2. Cox (2006), p.197
  3. According to Peirce, acceptance means that inquiry on this question ceases for the time being. In science, all scientific theories are revisable
  4. 1 2 Cox (2006) page 2
  5. Evans, Michael và đồng nghiệp (2004). Probability and Statistics: The Science of Uncertainty. Freeman and Company. tr. 267.  Bảo trì CS1: Định rõ "và đồng nghiệp" (link)
  6. van der Vaart, A.W. (1998) Asymptotic Statistics Cambridge University Press. ISBN 0-521-78450-6 (page 341)
  7. Kruskal 1988
  8. Freedman, D.A. (2008) "Survival analysis: An Epidemiological hazard?". The American Statistician (2008) 62: 110-119. (Bản in lại Chapter 11 (pages 169–192) of Freedman (2010)).
  9. Berk, R. (2003) Regression Analysis: A Constructive Critique (Advanced Quantitative Techniques in the Social Sciences) (v. 11) Sage Publications. ISBN 0-7619-2904-5
  10. 1 2 Brewer, Ken (2002). Combined Survey Sampling Inference: Weighing of Basu's Elephants. Hodder Arnold. tr. 6. ISBN 978-0340692295
  11. 1 2 Jörgen Hoffman-Jörgensen's Probability With a View Towards Statistics, Volume I. Page 399 [cần chú thích đầy đủ]
  12. Le Cam (1986) [cần số trang]
  13. Erik Torgerson (1991) Comparison of Statistical Experiments, volume 36 of Encyclopedia of Mathematics. Cambridge University Press. [cần chú thích đầy đủ]
  14. Liese, Friedrich and Miescke, Klaus-J. (2008). Statistical Decision Theory: Estimation, Testing, and Selection. Springer. ISBN 0-387-73193-8
  15. Kolmogorov (1963, p.369): "The frequency concept, based on the notion of limiting frequency as the number of trials increases to infinity, does not contribute anything to substantiate the applicability of the results of probability theory to real practical problems where we have always to deal with a finite number of trials".
  16. "Indeed, limit theorems 'as n {\displaystyle n} tends to infinity' are logically devoid of content about what happens at any particular n {\displaystyle n} . All they can do is suggest certain approaches whose performance must then be checked on the case at hand." — Le Cam (1986) (page xiv)
  17. Pfanzagl (1994): "The crucial drawback of asymptotic theory: What we expect from asymptotic theory are results which hold approximately.... What asymptotic theory has to offer are limit theorems."(page ix) "What counts for applications are approximations, not limits." (page 188)
  18. Pfanzagl (1994): "By taking a limit theorem as being approximately true for large sample sizes, we commit an error the size of which is unknown. [...] Realistic information about the remaining errors may be obtained by simulations." (page ix)
  19. Neyman, J.(1934) "On the two different aspects of the representative method: The method of stratified sampling and the method of purposive selection", Journal of the Royal Statistical Society, 97 (4), 557–625 JSTOR 2342192
  20. 1 2 Hinkelmann and Kempthorne(2008) [cần số trang]
  21. ASA Guidelines for a first course in statistics for non-statisticians. (available at the ASA website)
  22. David A. Freedman et alia's Statistics.
  23. David S. Moore and George McCabe. Introduction to the Practice of Statistics.
  24. Gelman A. et al. (2013). Bayesian Data Analysis (Chapman & Hall).
  25. Peirce (1877-1878)
  26. Peirce (1883)
  27. David Freedman et alia Statistics and David A. Freedman Statistical Models.
  28. Rao, C.R. (1997) Statistics and Truth: Putting Chance to Work, World Scientific. ISBN 981-02-3111-3
  29. Peirce, Freedman, Moore and McCabe.[cần dẫn nguồn]
  30. Box, G.E.P. and Friends (2006) Improving Almost Anything: Ideas and Essays, Revised Edition, Wiley. ISBN 978-0-471-72755-2
  31. Cox (2006), page 196
  32. ASA Guidelines for a first course in statistics for non-statisticians. (available at the ASA website)
    • David A. Freedman et alia's Statistics.
    • David S. Moore and George McCabe. Introduction to the Practice of Statistics.
  33. Neyman, Jerzy. 1923 [1990]. "On the Application of Probability Theory to AgriculturalExperiments. Essay on Principles. Section 9." Statistical Science 5 (4): 465–472. Trans. Dorota M. Dabrowska and Terence P. Speed.
  34. Hinkelmann & Kempthorne (2008) [cần số trang]
  35. Hinkelmann and Kempthorne (2008) Chapter 6.
  36. Bandyopadhyay & Forster (2011). The quote is taken from the book's Introduction (p.3). See also "Section III: Four Paradigms of Statistics".
  37. Neyman, J. (1937) "Outline of a Theory of Statistical Estimation Based on the Classical Theory of Probability", Philosophical Transactions of the Royal Society of London A, 236, 333–380.
  38. Preface to Pfanzagl.
  39. Soofi (2000)
  40. 1 2 Hansen & Yu (2001)
  41. 1 2 Hansen and Yu (2001), page 747.
  42. 1 2 Rissanen (1989), page 84
  43. Joseph F. Traub, G. W. Wasilkowski, and H. Wozniakowski. (1988) [cần số trang]
  44. Neyman (1956)
  45. Zabell (1992)
  46. Cox (2006) page 66
  47. Davison, page 12. [cần chú thích đầy đủ]
  48. Barnard, G.A. (1995) "Pivotal Models and the Fiducial Argument", International Statistical Review, 63 (3), 309–323. JSTOR 1403482

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