Fig. 1.
Decision threshold $\gamma^\pi$ for different prior specifications (left), and BF (right), on the logarithmic scale. The sample size is assumed equal to 100 in both plots. For the test decision threshold plot, the sampling prior variance is fixed at $\sigma^2_s=1/50$. The dashed vertical line corresponds to the point at which the sampling prior and the informative prior coincide. In the BF plot, the dashed horizontal line corresponds to $\log(c'_0/c'_1)$, $c_0'=0.05,$ and $c_1'=0.95$, i.e., the log- (BF) threshold for rejection, see Equation (2.6).

Decision threshold |$\gamma^\pi$| for different prior specifications (left), and BF (right), on the logarithmic scale. The sample size is assumed equal to 100 in both plots. For the test decision threshold plot, the sampling prior variance is fixed at |$\sigma^2_s=1/50$|⁠. The dashed vertical line corresponds to the point at which the sampling prior and the informative prior coincide. In the BF plot, the dashed horizontal line corresponds to |$\log(c'_0/c'_1)$|⁠, |$c_0'=0.05,$| and |$c_1'=0.95$|⁠, i.e., the log- (BF) threshold for rejection, see Equation (2.6).

Close
This Feature Is Available To Subscribers Only

Sign In or Create an Account

Close

This PDF is available to Subscribers Only

View Article Abstract & Purchase Options

For full access to this pdf, sign in to an existing account, or purchase an annual subscription.

Close