Scales of Evidence for Model Selection: Fisher versus Jeffreys
By Bradley Efron, Alan Gous. 2001
54 citations recorded by the source corpus.
Subfields: Artificial Intelligence, Statistics and Probability
View Paper: https://www.semanticscholar.org/paper/3bd33278fbf267741659270f4adc00f730d9b703
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Artificial Intelligence
- Valen E. Johnson
- J. Sunil Rao
- Zhonghua Gu
- Jiming Jiang
- Thuan Nguyen
- Bradley Efron
- Jing Lei
- Danny Pfeffermann
In Statistics and Probability
- Valen E. Johnson
- Jiming Jiang
- J. Sunil Rao
- Zhonghua Gu
- Thuan Nguyen
- Bradley Efron
- Danny Pfeffermann
- Jing Lei
Citations in the corpus
- Bayes factors based on test statistics (2005, methodology): “As Efron and Gous (2001) and Andrews (1994) pointed out, this is also the case in which the evidence that is contained in Bayes factors and p-values is most easily reconciled.”
- Fence methods for mixed model selection (2008, methodology): “Datta and Lahiri [6] discussed a model selection method based on computation of the frequentist’s Bayes factor in choosing between a fixed effects model and a random effects model.”
- Large-scale inference (2010, methodology): “Efron and Gous (2001) provide a discussion of Fisher’s interpretive scale for p-values, Table 3.1, and its Bayes-factor competitor, Jeffrey’s scale.”
- Size, power and false discovery rates (2007, background): “This threshold requires a much stronger level of evidence against the null hypothesis then in standard one-at-a-time testing, where the critical threshold lies somewhere near 3 [11].”