2,interpreting the Bayes factor as a measure of support is Multiple Comparisons,"Annals of Mathemarical Staristics,40.224-250. incoherent because of the second drawback. Jeffreys,H.(1960),Theory of Probabiliry (3 ed.),Oxford:Clarendon Press. Kass,R.,and Raftery,A.(1995),"Bayes Factors,"Journal of the American [Received January 1997.Revised September 1997. Statistical Association,90,773-795. O'Hagan,A.(1994),Kendall's Advanced Theory of Statistics,Vol.2B: REFERENCES Bayesian Inference,Cambridge:University Press. Olson,M.(1997),"Application of Bayesian Analyses to Discriminate Be- Berger,J.O.(1985),Statistical Decision Theory and Bayesian Analysis tween Disomic and Tetrasomic Inheritance in Astilbe biternata,"Tech- (2nd ed.),New York:Springer-Verlag. nical report,Duke University,Department of Botany. Bernardo,J.,and Smith,A.F.M.(1994),Bayesian Theory,New York:Schervish,M.J.(1995),Theory of Statistics,New York:Springer-Verlag. Wiley. -(1996),"P-values:What They Are and What They Are Not,"The Gabriel,K.R.(1969)."Simultaneous Test Procedures-Some Theory of American Statistician,50,203-206. 122 General2, interpreting the Bayes factor as a measure of support is incoherent because of the second drawback. [Received January' 1997. Revised September 1997.] REFERENCES Berger, J. 0. (1985), Statistical Decision Theory and Bayesian Analysis (2nd ed.), New York: Springer-Verlag. Bernardo, J., and Smith, A. F. M. (1994), Bayesian Theoqy, New York: Wiley. Gabriel, K. R. (1969), "Simultaneous Test Procedures-Some Theory of Multiple Comparisons," Annals of Mathematical Statistics, 40, 224-250. Jeffreys, H.(1960), Theory of Probability (3 ed.), Oxford: Clarendon Press. Kass, R., and Raftery, A. (1995), "Bayes Factors," Journal of the American Statistical Association, 90, 773-795. O'Hagan, A. (1994), Kendall's Advanced Theory of Statistics, Vol. 2B: Bayesiani. Inference, Cambridge: University Press. Olson, M. (1997), "Application of Bayesian Analyses to Discriminate Between Disomic and Tetrasomic Inheritance in Astilbe biternata," Technical report, Duke University, Department of Botany. Schervish, M. J. (1995), Theoiy of Statistics, New York: Springer-Verlag. (1996), "P-values: What They Are and What They Are Not," The American Statistician, 50, 203-206. 122 General