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📄 kcca.rd

📁 这是核学习的一个基础软件包
💻 RD
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\name{kcca}\alias{kcca}\alias{kcca,matrix-method}\title{Kernel Canonical Correlation Analysis}\description{Computes the canonical correlation analysis in a feature space.}\usage{\S4method{kcca}{matrix}(x, y, kernel="rbfdot", kpar=list(sigma=0.1), ...)}%- maybe also 'usage' for other objects documented here.\arguments{  \item{x}{a matrix containing data index by row}  \item{y}{a matrix containing data index by row}  \item{kernel}{the kernel function used in training and predicting.    This parameter can be set to any function, of class kernel,    which computes a dot product between two    vector arguments. kernlab provides the most popular kernel functions    which can be used by setting the kernel parameter to the following    strings:    \itemize{      \item \code{rbfdot} (Radial Basis kernel function)      \item \code{polydot} (Polynomial kernel function)      \item \code{vanilladot} (Linear kernel function)      \item \code{tanhdot} (Hyperbolic tangent kernel function)    }    The kernel parameter can also be set to a user defined function of    class kernel by passing the function name as an argument.  }\item{kpar}{the list of hyper-parameters (kernel parameters).    This is a list which contains the parameters to be used with the    kernel function. For valid parameters for existing kernels are :    \itemize{      \item \code{sigma} (inverse kernel width for the Radial Basis kernel function "rbfdot")      \item \code{degree, scale, offset} (for the Polynomial kernel "polydot")      \item \code{scale, offset} (for the Hyperbolic tangent kernel      function "tanhdot")    }    Hyper-parameters for user defined kernels can be passed through the    kpar parameter as well.}  \item{\dots}{adittional parameters for the \code{kpca} function}}\details{The kernel version of the classical canonical correlation analysis. }\value{  An S4 object containg the following slots:  \item{kcor}{Correlation coefficients in feature space}  \item{xcoef}{estimated coefficients for the \code{x} variables in the    feature space}  \item{ycoef}{estimated coefficients for the \code{y} variables in the    feature space}  \item{xvar}{The canonical variates for \code{x}}  \item{yvar}{The canonical variates for \code{y}}    }\references{ ~put references to the literature/web site here ~ }\author{ Alexandros Karatzoglou \cr \email{alexandros.karatzoglou@ci.tuwien.ac.at}}\seealso{\code{cancor}  \code{kpca}}\examples{}\keyword{multivariate}

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