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\name{stripplot}\title{1-D Scatter Plots}\usage{stripplot(x, method="overplot", jitter=0.1, offset=1/3,vertical=FALSE, group.names,xlim=NULL, ylim=NULL, main="", ylab="", xlab="",pch=0, col=par("fg"), cex=par("cex"))}\alias{stripplot}\arguments{\item{x}{the data from which the plots are to be produced.The data can be specified as a single vector, or aslist of vectors, each corresponding to a component plot.Alternatively a symbolic specification of the form\code{x ~ g} can be given, indicating the the observationsin the vector \code{x} are to be grouped according tothe levels of the factor \code{g}.\code{NA}s are allowed in the data.}\item{method}{the method to be used to separate coincident points.The default method \code{"overplot"} causes such points to be overplotted,but it is also possible to specify \code{"jitter"} to jitter thepoints, or \code{"stack"} have coincident points stacked.The last method only makes sense for very granular data.}\item{jitter}{when jittering is used, \code{jitter} gives theamount of jittering applied.}\item{offset}{when stacking is used, points are stacked this manyline-heights (symbol widths) apart.}\item{vertical}{when vertical is \code{TRUE} the plots aredrawn vertically rather than the default horizontal.}\item{group.names}{group labels which will be printed alongside(or underneath) each plot.}\item{\dots}{Graphical parameters can also be specified as arguments.}}\description{\code{stripplot} produces one dimensional scatter plots (or dot plots)of the given data. These plots are are good alternative to\code{\link{boxplot}}s when sample sizes are small.Extensive examples of the use of this kind of plot can be found inBox, Hunter and Hunter or Seber and Wild.}\examples{x <- round(rnorm(50), 1)stripplot(x)}\keyword{hplot}