alpha.optim: Optimal value of alpha in Gradient Projection algorithm.
In obliclus: Cluster-based factor rotation
Description
Usage
Arguments
Value
Author(s)
References
See Also
Description
This function gives a value of alpha which guarantees monotone
decrease of the objective function in "obliclus".
Usage
1
alpha.optim(A, T, G, cluster, info, maxit = 1000)
Arguments
A
The loading matrix for rotation.
T
The current value of rotation matrix.
G
The gradient of the objective function at T on the set of
oblique rotation matrices.
cluster
The vector of cluster parameters which indicate a cluster where each
variable is assigned.
info
The list including an initial value of alpha.
maxit
The limit of the iteration of partial step modification for the
value of alpha.
Value
The value of alpha which is calculated by the partial step
modification described in Jennrich (2002).
Author(s)
Michio Yamamoto
michio.koko@gmail.com
References
Jennrich, R.I. (2012). A simple general method for oblique rotation.
Psychometrika, 67, 7-20.
See Also
obliclus documentation built on May 2, 2019, 6:10 a.m.
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Description Usage Arguments Value Author(s) References See Also
Description
This function gives a value of alpha which guarantees monotone decrease of the objective function in "obliclus".
Usage
1 | alpha.optim(A, T, G, cluster, info, maxit = 1000)
|
Arguments
A |
The loading matrix for rotation. |
T |
The current value of rotation matrix. |
G |
The gradient of the objective function at |
cluster |
The vector of cluster parameters which indicate a cluster where each variable is assigned. |
info |
The list including an initial value of alpha. |
maxit |
The limit of the iteration of partial step modification for the value of alpha. |
Value
The value of alpha which is calculated by the partial step modification described in Jennrich (2002).
Author(s)
Michio Yamamoto
michio.koko@gmail.com
References
Jennrich, R.I. (2012). A simple general method for oblique rotation. Psychometrika, 67, 7-20.
See Also
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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