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\name{F_1_panel.parallel}\alias{panel.parallel}\title{ Default Panel Function for parallel }\description{This is the default panel function for \code{parallel}.}\usage{panel.parallel(x, y, z, subscripts,groups = NULL,col, lwd, lty, alpha,common.scale = FALSE,lower,upper,\dots,horizontal.axis = TRUE)}\arguments{\item{x, y}{ dummy variables, ignored. }\item{z}{The data frame used for the plot. Each column will be coerced tonumeric before being plotted, and an error will be issued if thisfails.}\item{subscripts}{The indices of the rows of \code{z} that are to be displyed in thispanel.}\item{groups}{An optional grouping variable. If specified, different groups aredistinguished by use of different graphical parameters (i.e., rowsof \code{z} in the same group share parameters).}\item{col, lwd, lty, alpha}{graphical parameters (defaults to the settings for\code{superpose.line}). If \code{groups} is non-null, theseparameters used one for each group. Otherwise, they are recycledand used to distinguish between rows of the data frame \code{z}.}\item{common.scale}{logical, whether a common scale should be used columns of \code{z}.Defaults to \code{FALSE}, in which case the horizontal range foreach column is different (as determined by \code{lower} and\code{upper}).}\item{lower, upper}{numeric vectors replicated to be as long as the number of columns in\code{z}. Determines the lower and upper bounds to be used forscaling the corresponding columns of \code{z} after coercing them tonumeric. Defaults to the minimum and maximum of each column.Alternatively, these could be functions (to be applied on eachcolumn) that return a scalar.}\item{\dots}{ other arguments (ignored) }\item{horizontal.axis}{logical indicating whether the parallel axes shouldbe laid out horizontally (\code{TRUE}) or vertically (\code{FALSE}).}}\details{ Produces parallel coordinate plots, which are easier tounderstand from an example than through a verbal description. Seeexample for \code{\link{parallel}}}\references{Inselberg, Alfred (2009) \dQuote{Parallel Coordinates: VisualMultidimensional Geometry and Its Applications}, Springer. ISBN:978-0-387-21507-5.Inselberg, A. (1985) \dQuote{The Plane with Parallel Coordinates},\emph{The Visual Computer}.}\author{ Deepayan Sarkar \email{Deepayan.Sarkar@R-project.org}}\seealso{\code{\link{parallel}}}\keyword{dplot}