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1
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Ancillary statistics: A review
– M. Ghosh, N. Reid, D. A. S. Fraser
- 2010
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6
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Default priors for Bayesian and frequentist inference
– D. A. S. Fraser, N. Reid, E. Marras
- 2010
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12
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Regression Analysis, Nonlinear or Nonnormal: Simple and accurate p-values from Likelihood Analysis
– D.A.S. Fraser, A. C. M. Wong, J. Wu
- 1999
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Infeuubnd Sfufirficul Review (2OOO). 68,2. 155-172. Rinlcd in Mexico @ lnlcrnauonal Statistical ln~titute Fisher 9 s 66 Inverse Probability ” of 1930
– John Aldrich
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Strong matching of frequentist and Bayesian inference
– By Fraser And, D. A. S. Fraser, N. Reid
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9
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Strong matching for frequentist and Bayesian inference
– D. A. S. Fraser, N. Reid
- 2002
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unknown title
– Pr Pρ
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SOME CORRECTIONS FOR BAYES CURVATURE
– unknown authors
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4
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Is Bayes posterior just quick and dirty confidence? Statistical Science in review
– D. A. S. Fraser
- 2010
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8
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Higher accuracy for Bayesian and frequentist inference: Large sample theory for small sample likelihood
– M. Bédard, D. A. S. Fraser, A. Wong
- 2007
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Bayesian Analysis or Evidence Based Statistics
– D. A. S. Fraser
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3
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Nonlinear Regression: Third Order Significance
– F. Abebe, D.A.S. Fraser, A. Wong
- 1996
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1 2 3 4 5 6 7 8
– unknown authors
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1 2 3 4 5 6 7 8
– unknown authors
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1 2 3 4 5 6 7 8
– unknown authors
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8
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The second order ancillary: A differential view with continuity. Bernoulli
– Ailana M. Fraser, D. A. S. Fraser, Ana-maria Staicu
- 2010
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.- ASYMPTOTIC AND CONDITIONAL INFERENCE SOME GENERAL CONCEPTS AND RECENT DEVELOPMENTS
– Were Taken John Castellana, Patrick Crockett, Jed Frees, Paul Gallo, David Kikuchi, Robert Smith, D. R. Cox
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1
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GENERAL THEORY OF INFERENTIAL MODELS II. MARGINAL INFERENCE
– Ryan Martin, Jing-shiang Hwang, Chuanhai Liu, Academia Sinica
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5
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Likelihood Asymptotics
– Ib M. Skovgaard
- 1998
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