plink: IRT Separate Calibration Linking Methods
Item response theory based methods are used to compute
        linking constants and conduct chain linking of unidimensional
        or multidimensional tests for multiple groups under a common
        item design.  The unidimensional methods include the Mean/Mean,
        Mean/Sigma, Haebara, and Stocking-Lord methods for dichotomous
        (1PL, 2PL and 3PL) and/or polytomous (graded response, partial
        credit/generalized partial credit, nominal, and multiple-choice
        model) items.  The multidimensional methods include the least
        squares method and extensions of the Haebara and Stocking-Lord
        method using single or multiple dilation parameters for
        multidimensional extensions of all the unidimensional
        dichotomous and polytomous item response models.  The package
        also includes functions for importing item and/or ability
        parameters from common IRT software, conducting IRT true score
        and observed score equating, and plotting item response
        curves/surfaces, vector plots, information plots, and comparison 
        plots for examining parameter drift.
| Version: | 
1.5-1 | 
| Depends: | 
R (≥ 3.3.3), methods, lattice | 
| Imports: | 
MASS, statmod | 
| Published: | 
2017-04-26 | 
| Author: | 
Jonathan P. Weeks | 
| Maintainer: | 
Jonathan P. Weeks  <weeksjp at gmail.com> | 
| License: | 
GPL-2 | GPL-3 [expanded from: GPL (≥ 2)] | 
| NeedsCompilation: | 
no | 
| Citation: | 
plink citation info  | 
| Materials: | 
NEWS  | 
| CRAN checks: | 
plink results | 
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