References
- Barnard , G.A. 1967 . The use of the likelihood function in statistical practice . Proc. 5th Berkeley Symp. on Math. Stat, and Prob , I : 25 – 47 .
- Berger , J.O. 1984 . “ The Robust Bayesian Viewpoint ” . In In Robustiness of Bayesian Analysis , Edited by: Kadane . 63 – 124 . Elsevier Science Publishers B.V. .
- Berger , J.O. and Berliner , L.M. 1986 . Robust Bayes and Empirical Bayes Analysis with c-contaminated Priors . Ann. of Statist , 14 : 461 – 486 .
- Berger , J.O. and O'Hagan , A. 1988 . “ Robust Bayesian Analyis with Specified Prior quantiles ” . In In Bayesian Statistics 3 , Edited by: Bernardo . 45 – 67 . Oxford University Press .
- Cano , J.A. , Hernandez , A. and Moreno , E. 1987 . A note on maximized likelihood sets . European J. of Operational Research , 32 : 291 – 293 .
- Kemperman , J.H.B. 1968 . The general moment problem, a geometric approach . Ann. of Statist , 39 : 93 – 122 .
- Moreno , E. and Cano , J.A. 1991 . Robust Bayesian Analysis with c-contamination partially known . J. Roy. Statist. Soc., Series B , 53 : 143 – 155 .
- Moreno , E. and Gonzalez , A. 1990 . Empirical Bayes analysis for e-contaminated priors with shape and quantile constraints . Brazilian Journal of Probability and Statistics , 4 : 177 – 200 .
- O'Hagan , A. and Berger , J.0. 1988 . Ranges of posterior probabilities for quasiunimodal priors with specified quantiles . J.A.S.A. , 83 : 503 – 508 .
- Pericchi , L.R. and Walley , P. 1991 . “ Robust Bayesian credible intervals and prior ignorance ” . In International Statis Review, 59
- Piccinato , L. 1984 . A Bayesian property of the likelihood sets . STATISTIGA , 9 : 367 – 372 .
- Sivaganesan , S. and Berger , J.O. 1989 . Ranges of posterior measures for priors with unimodal contaminations . Ann. of Statist , 17 : 868 – 889 .
- Wasserman , L. 1988 . Maximally robust Bayes credible regions . Ann. Of Statist , 17 : 1387 – 1393 . 1-23