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## #' Locally Linear Embedding
## #'
## #' An S4 Class implementing Locally Linear Embedding (LLE)
## #'
## #' LLE approximates the points in the manifold by linear combination
## #' of its neighbors. These linear combinations are the same inside the
## #' manifold and in highdimensional space.
## #'
## #' @template dimRedMethodSlots
## #'
## #' @template dimRedMethodGeneralUsage
## #'
## #' @section Parameters:
## #' LLE can take the following parameters:
## #' \describe{
## #' \item{knn}{the number of neighbors for the knn graph., defaults to 50.}
## #' \item{ndim}{the number of embedding dimensions, defaults to 2.}
## #' }
## #'
## #' @section Implementation:
## #' Wraps around \code{\link[lle]{lle}}, only
## #' exposes the parameters \code{k} and \code{m}.
## #'
## #' @references
## #'
## #' Roweis, S.T., Saul, L.K., 2000. Nonlinear Dimensionality Reduction
## #' by Locally Linear Embedding. Science 290,
## #' 2323-2326. doi:10.1126/science.290.5500.2323
## #'
## #' @examples
## #' \dontrun{
## #' if(requireNamespace("lle")) {
## #'
## #' dat <- loadDataSet("3D S Curve", n = 500)
## #' emb <- embed(dat, "LLE", knn = 45)
## #' plot(emb, type = "2vars")
## #'
## #' }
## #' }
## #' @include dimRedResult-class.R
## #' @include dimRedMethod-class.R
## #' @family dimensionality reduction methods
## #' @export LLE
## #' @exportClass LLE
## LLE <- setClass(
## "LLE",
## contains = "dimRedMethod",
## prototype = list(
## stdpars = list(knn = 50, ndim = 2),
## fun = function (data, pars,
## keep.org.data = TRUE) {
## chckpkg("lle")
## meta <- data@meta
## orgdata <- if (keep.org.data) data@data else NULL
## indata <- data@data
## outdata <- lle::lle(indata,
## k = pars$knn,
## m = pars$ndim)$Y
## if (is.null(dim(outdata))) {
## dim(outdata) <- c(length(outdata), 1)
## }
## colnames(outdata) <- paste0("LLE", 1:ncol(outdata))
## return(new(
## "dimRedResult",
## data = new("dimRedData",
## data = outdata,
## meta = meta),
## org.data = orgdata,
## has.org.data = keep.org.data,
## method = "lle",
## pars = pars
## ))
## },
## requires = c("lle")
## )
## )
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