iota.l:
Lindley Information (i.e., Information Utility) Lower Bound
Description
This function calculates the lower bound to the Lindley information (i.e., information utility) given a Jeffreys prior normalizing constant or ltm object.
Usage
iota.l(x)
Arguments
x
Either an ltm object or a Jeffreys prior normalizing constant. x can be a scalar or vector.
Value
A lower bound to the Lindley information, or a vector of lower bounds for different sets of items.
Details
This function calculates the lower bound to the Lindley information (i.e., information utility) given a Jeffreys prior normalizing constant or ltm object.
x can be an object from the ltm package describing a set of IRT parameters (e.g., as returned by ltm, grm, or gpcm).
If x is a vector, the function will return a vector of lower bounds.
References
Markon, K. E. (2013). Information utility: Quantifying the total psychometric information provided by a measure. Psychological Methods, 18, 15-35. doi: 10.1037/a0030638..