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Bayes factor
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== Further reading == * {{cite book |last1=Bernardo |first1=J. |last2=Smith |first2=A. F. M. |title=Bayesian Theory |publisher=John Wiley |year=1994 |isbn=0-471-92416-4 }} * {{cite book |last1=Denison |first1=D. G. T. |last2=Holmes |first2=C. C. |last3=Mallick |first3=B. K. |last4=Smith |first4=A. F. M. |title=Bayesian Methods for Nonlinear Classification and Regression |publisher=John Wiley |year=2002 |isbn=0-471-49036-9 }} *Dienes, Z. (2019). How do I know what my theory predicts? ''Advances in Methods and Practices in Psychological Science'' {{doi|10.1177/2515245919876960}} * {{cite book |first1=Richard O. |last1=Duda |first2=Peter E. |last2=Hart |first3=David G. |last3=Stork |year=2000 |title=Pattern classification |edition=2nd |chapter=Section 9.6.5 |pages=487β489 |publisher=Wiley |isbn=0-471-05669-3 }} * {{cite book |last1=Gelman |first1=A. |last2=Carlin |first2=J. |last3=Stern |first3=H. |last4=Rubin |first4=D. |title=Bayesian Data Analysis |location=London |publisher=[[Chapman & Hall]] |year=1995 |isbn=0-412-03991-5 }} * [[Edwin Thompson Jaynes|Jaynes, E. T.]] (1994), ''[http://omega.math.albany.edu:8008/JaynesBook.html Probability Theory: the logic of science]'', chapter 24. * {{cite book |last1=Kadane |first1=Joseph B. |last2=Dickey |first2=James M. |chapter=Bayesian Decision Theory and the Simplification of Models |pages=245β268 |title=Evaluation of Econometric Models |editor-first=Jan |editor-last=Kmenta |editor2-first=James B. |editor2-last=Ramsey |location=New York |publisher=Academic Press |year=1980 |isbn=0-12-416550-8 }} * {{cite book |last=Lee |first=P. M. |title=Bayesian Statistics: an introduction |publisher=Wiley|year=2012 |isbn=9781118332573 }} * {{cite journal |title= Efficiency Testing of Prediction Markets: Martingale Approach, Likelihood Ratio and Bayes Factor Analysis | year=2021 |first1=Mark |last1=Richard |first2=Jan |last2=Vecer |journal=Risks |volume=9 |issue=2|page= 31 |doi= 10.3390/risks9020031 |doi-access= free |hdl=10419/258120 |hdl-access=free }} * {{cite book |last=Winkler |first=Robert |title=Introduction to Bayesian Inference and Decision |edition=2nd |year=2003 |publisher=Probabilistic |isbn=0-9647938-4-9 }}
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