Power analysis for default Bayesian t-tests
Daniel Lakens (noreply@blogger.com)
One important benefit of Bayesian statistics is that you can
provide relative support for the null hypothesis. When the null hypothesis is
true, p -values will forever randomly
wander between 0 and 1, but a Bayes factor has consistency (Rouder,
Speckman, Sun, Morey, & Iverson, 2009) , which means that as the
sample size increases, the Bayes Factor will tell you which of two hypotheses
has received more support. Bayes Factors can express relative evidence for the null hypothesis (H0) compared
to