Bayesian Hypothesis Testing: a Reference Approach
By J. Bernardo, Raúl Rueda. 2002
162 citations recorded by the source corpus.
Subfields: Statistics and Probability
View Paper: https://www.semanticscholar.org/paper/760625856ea24ec490011a71f8e59f7e6fb89195
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Statistics and Probability
- Aki Vehtari
- Janne Ojanen
- James O. Berger
- Guido Consonni
- Piero Veronese
- Dongchu Sun
- Andrew Gelman
- J. Bernardo
Citations in the corpus
- Methods and Criteria for Model Selection (2004, background): “Hence we think there are good reasons to challenge the traditional formulations of this problem.”
- A survey of Bayesian predictive methods for model assessment, selection and comparison (2012, background): “Bernardo and Rueda (2002) also discuss calibration for hypothesis testing.”
- THE FORMAL DEFINITION OF REFERENCE PRIORS (2009, background): “One possibility is the symmetrized form of the logarithmic divergence in Bernardo and Rueda [12], but the analysis is considerably more difficult.”
- Compatibility of prior specifications across linear models (2008, background): “The choice of g has been extensively analyzed in several papers, for example, George and Foster (2000), Clyde and George (2004) and Fernández, Ley and Steel (2001). Some authors have raised criticism against the use of g-priors for model selection (see for a clear exposition Berger and Pericchi, 200”
- DIC in variable selection (2005, unknown): “See BERNARDO and RUEDA (2002).”
- Intrinsic credible regions: An objective Bayesian approach to interval estimation (2005, methodology): “…however, that the behaviour of many important limiting processes, in both probability theory and statistical inference, is better described in terms of another information-theory related divergence measure, the intrinsic discrepancy (Bernardo and Rueda, 2002), which is now defined and illustrated.”