\HeaderA{planarPlot-methods}{Methods for Function planarPlot in Package `MLInterfaces'}{planarPlot.Rdash.methods}
\aliasA{planarPlot}{planarPlot-methods}{planarPlot}
\aliasA{planarPlot,classifOutput,data.frame,character-method}{planarPlot-methods}{planarPlot,classifOutput,data.frame,character.Rdash.method}
\aliasA{planarPlot,classifOutput,ExpressionSet,character-method}{planarPlot-methods}{planarPlot,classifOutput,ExpressionSet,character.Rdash.method}
\keyword{methods}{planarPlot-methods}
\begin{Description}\relax
show the classification boundaries on the plane dictated
by two genes in an ExpressionSet
\end{Description}
\begin{Section}{Methods}
\describe{
\item[clo = "classifOutput", eset = "ExpressionSet", classifLab = "character"] uses two genes in the ExpressionSet
to exhibit the decision boundaries in the plane
\item[clo = "classifOutput", eset = "data.frame", classifLab = "character"] uses two columns in the data.frame
to exhibit the decision boundaries in the plane
}
\end{Section}
\begin{Examples}
\begin{ExampleCode}
library(ALL)
data(ALL)
#
# restrict to BCR/ABL or NEG
#
bio <- which( ALL$mol.biol %in% c("BCR/ABL", "NEG"))
#
# restrict to B-cell
#
isb <- grep("^B", as.character(ALL$BT))
kp <- intersect(bio,isb)
all2 <- ALL[,kp]
#
# sample 2 genes at random
#
set.seed(1234)
ng <- nrow(exprs(all2))
pick <- sample(1:ng, size=2, replace=FALSE)
library(hgu95av2)
gg <- all2[pick,]
sym <- unlist(mget(featureNames(gg), hgu95av2SYMBOL))
featureNames(gg) <- sym
gg$class = factor(ifelse(all2$mol.biol=="NEG", "NEG", "POS"))

cl1 <- which( gg$class == "NEG" )
cl2 <- which( gg$class != "NEG" )
#
# create balanced training sample
#
trainInds <- c( sample(cl1, size=floor(length(cl1)/2) ),
      sample(cl2, size=floor(length(cl2)/2)) )
#
# run rpart
#
tgg <- rpartB( gg, "class", trainInds, minsplit=4 )
opar <- par(no.readonly=TRUE)
par(mfrow=c(2,2))
planarPlot( tgg, gg, "class" )
title("rpart")
points(exprs(gg)[1,trainInds], exprs(gg)[2,trainInds], col=ifelse(gg$class[trainInds]=="NEG", "yellow", "black"), pch=16)
#
# run nnet
#
ngg <- nnetB( gg, "class", trainInds, size=8 )
planarPlot( ngg, gg, "class" )
points(exprs(gg)[1,trainInds], exprs(gg)[2,trainInds], col=ifelse(gg$class[trainInds]=="NEG", "yellow", "black"), pch=16)
title("nnet")
#
# run knn
#
kgg <- knnB( gg, "class", trainInds, k=3, l=1 )
planarPlot( kgg, gg, "class" )
points(exprs(gg)[1,trainInds], exprs(gg)[2,trainInds], col=ifelse(gg$class[trainInds]=="NEG", "yellow", "black"), pch=16)
title("3-nn")
#
# run svm
#
sgg <- svmB( gg, "class", trainInds )
planarPlot( sgg, gg, "class" )
points(exprs(gg)[1,trainInds], exprs(gg)[2,trainInds], col=ifelse(gg$class[trainInds]=="NEG", "yellow", "black"), pch=16)
title("svm")
par(opar)
\end{ExampleCode}
\end{Examples}

