L-CLV for L-shaped data
Define clusters of X-variables aroud latent components. In each cluster, two latent components are extracted, the first one is a linear combination of the external information collected for the rows of X and the second one is a linear combination of the external information associated with the columns of X.
LCLV(X, Xr, Xu, ccX = FALSE, sX = TRUE, sXr = FALSE, sXu = FALSE, nmax = 20)
X |
The matrix of variables to be clustered |
Xr |
The external variables associated with the rows of X |
Xu |
The external variables associated with the columns of X |
ccX |
TRUE/FALSE : double centering of X (FALSE, by default) If FALSE this implies that cX = TRUE : column-centering of X |
sX |
TRUE/FALSE : standardization or not of the columns X (TRUE by default) |
sXr |
TRUE/FALSE : standardization or not of the columns Xr (FALSE by default) |
sXu |
TRUE/FALSE : standardization or not of the columns Xu (FALSE by default) |
nmax |
maximum number of partitions for which the consolidation will be done (by default nmax=20) |
tabres |
Results of the clustering algorithm. In each line you find the results of one specific step of the hierarchical clustering.
|
partition K |
a list for each number of clusters of the partition, K=2 to nmax with
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Vigneau E., Qannari E.M. (2003). Clustering of variables around latents components. Comm. Stat, 32(4), 1131-1150.
Vigneau, E., Charles, M.,& Chen, M. (2014). External preference segmentation with additional information on consumers: A case study on apples. Food Quality and Preference, 32, 83-92.
Vigneau E., Chen M., Qannari E.M. (2015). ClustVarLV: An R Package for the clustering of Variables around Latent Variables. The R Journal, 7(2), 134-148
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