Logo Questions Linux Laravel Mysql Ubuntu Git Menu
 

How to perform multi-class classification using 'svm' of e1071 package in R

I want to perform multi-class classification using the svm function of e1071 package. But from what I came to know from the documentation of svm, it can only perform binary classification. The vignettes document tells this for multi-class classification: "To allow for multi-class classification, libsvm uses the one-against-one technique by fitting all binary subclassifiers and finding the correct class by a voting mechanism".
What I still don't understand is if we can perform the multi-class classification with svm of e1071 in R? If yes, please explain how we can do it over iris dataset.

like image 364
StrikeR Avatar asked Feb 25 '14 09:02

StrikeR


2 Answers

The iris dataset contains three class labels: "Iris setosa", "Iris virginica" and "Iris versicolor". To employ a balanced one-against-one classification strategy with svm, you could train three binary classifiers:

The first classifier's training set only contains the "Iris setosa" and "Iris virginica" instances. The second classifier's training set only contains the "Iris setosa" and the "Iris versicolor" instances. The third classifier's training set--I guess by now you'll know already--contains only the "Iris virginica" and the "Iris versicolor" instances.

To classify an unknown instance, you apply all three classifiers. A simple voting strategy could then select the most frequently assigned class label, a more sophisticated may also consider the svm confidence scores for each assigned class label.

Edit (This principle works out of the box with svm):

# install.packages( 'e1071' )
library( 'e1071' )
data( iris )
model <- svm( iris$Species~., iris )
res <- predict( model, newdata=iris )
like image 160
idleherb Avatar answered Oct 10 '22 09:10

idleherb


R document says that "For multiclass-classification with k levels, k>2, libsvm uses the ‘one-against-one’-approach, in which k(k-1)/2 binary classifiers are trained; the appropriate class is found by a voting scheme."

like image 23
Hima Bindu Avatar answered Oct 10 '22 10:10

Hima Bindu