Description Usage Arguments Details Value Author(s) See Also Examples
Value of the definite integral of L0, evaluated around the distribution's mean
1 | nullmass(y, sig, sig_prior = 2)
|
y |
a vector of length n (n=number of studies) representing the effect (standardized mean difference) |
sig |
a vector of length n (n=number of studies) representing the corresponding sampling standard deviation sqrt(variance) |
sig_prior |
a numeric entry representing the standard deviation's prior; default: 2 |
This is an auxiliary function to obtain the definite integral of L0,
evaluated around the distribution's mean. It calls the logL0 function,
and performs integration using integrate.
The output is later called by BFbias to compute the Bayes Factor.
the value of the definite integral of the L0 distribution, evaluated around its mean (+-10 standard deviations)
Aldo Cordova-Palomera
1 2 3 |
Add the following code to your website.
For more information on customizing the embed code, read Embedding Snippets.