Torsten Hothorn Bundling Predictors in R ************************ A combination of different classifiers, for example tree based and linear classifiers, nearest neighbors or the logistic regression model, promises to lead to an improvement with respect to misclassification error compared with any of the single competitors. Hothorn & Lausen (2003) suggest a combination of linear and tree based classifiers called "double-bagging": A linear discriminant analysis (LDA) is performed using the out-of-bag observations of a bootstrap sample and a classification tree is computed using the variables in the bootstrap sample as well as the values of the linear discriminant functions for those observations. The procedure is repeated sufficiently often and a new observation is classified by majority voting in analogy to bagging (Breiman, 1996). Simulation experiments show that this combined classifier performs at least as good as the best of those two procedures or even leads to an improvement. The methodology can be extented to a combination of arbitrary classifiers called ``bundling''. Moreover, the same procedure can be used for a combination of regression models as well as for problems with censored responses. The functionality is implemented in the ipred package. A rather general interface allows to combine most of the classifiers or regression models currently available in \R as long as they provide a formula based interface. The estimation of each of the single models for each out-of-bag sample and the computation of their predictions can easily be implemented using lexical scoping. We will introduce the user interface and illustrate its application to classification and regression problems and survival data. Some aspects of the implementation will be given. The major problem with the current design is a tradeoff between generality and performance, since the formula for each of the single models needs to be evaluated for every out-of-bag sample. An modification to the rpart routine leads to a significant improvement with respect to computing time.