dgConstraint: Transform MCMC coefficients to satisfy Draper-Gittoes linear...
In dhelkey/dghrank: Construct Draper-Gittoes-Helkey Institution Rankings
Description
Transforms coefficients to satisfy the Draper-Gittoes constraint (dot product of the Z-scores and
the count_vec is constrained to be 0). Written by Daniel Kirsner
Usage
1
dgConstraint(coef_mat, count_vec)
Arguments
coef_mat
<IXp> coefficient matrix, with I MCMCM iterations.
The first column should be the overall intercept.
count_vec
<px1> vector of integers, total number of observations
per institution or group.
dhelkey/dghrank documentation built on April 21, 2020, 9:11 a.m.
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Description
Transforms coefficients to satisfy the Draper-Gittoes constraint (dot product of the Z-scores and the count_vec is constrained to be 0). Written by Daniel Kirsner
Usage
1 | dgConstraint(coef_mat, count_vec)
|
Arguments
coef_mat |
<IXp> coefficient matrix, with I MCMCM iterations. The first column should be the overall intercept. |
count_vec |
<px1> vector of integers, total number of observations per institution or group. |
R Package Documentation
Browse R Packages
We want your feedback!
Note that we can't provide technical support on individual packages. You should contact the package authors for that.
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