Description Details References See Also
This package is an appendix to the paper my paper and comes with
only function.
Sparse principal components are combinations of only few of the observed
variables.
The LS SPCA components give the best possible data approximation to the
data under sparsity constraints.
The lsspca
function takes a data matrix and a goodness of fit
specification, (percent variance explained) or a cardinality.
Optimal orthogonal components are computed choosing method = "u"
,
suboptimal correlated components with method = "c"
and less
computationally demanding ones with method = "p"
.
Subsets of variables can be chosen with different search algorithms and variables can be foced in or out from these subsets.
Giovanni M. Merola. 2014. Least Squares Sparse Principal
Component Analysis: a Backward Elimination approach to attain large
loadings. Austr.&NZ Jou. Stats. 57, pp 391-429
Giovanni M. Merola and Gemai Chen. 2019. Sparse Principal Component Analysis: an
efficient Least Squares approach. Jou. Multiv. Analysis 173, pp 366–382 http://arxiv.org/abs/1406.1381
lsspca
for usage examples.
Add the following code to your website.
For more information on customizing the embed code, read Embedding Snippets.