Sparse Kernel Regressors

Sparse kernel regressors have become popular by applying the support vector method to regression problems. Although this approach has been shown to exhibit excellent generalization properties in many experiments, it suffers from several drawbacks: the absence of probabilistic outputs, the restriction to Mercer kernels, and the steep growth of the number of support vectors with increasing size of the training set. In this paper we present a new class of kernel regressors that effectively overcome the above problems. We call this new approach generalized LASSO regression. It has a clear probabilistic interpretation, produces extremely sparse solutions, can handle learning sets that are corrupted by outliers, and is capable of dealing with large-scale problems.

• Type: Conference
• Year: 2001
• Where: ICANN
• Authors: Volker Roth
• Keywords: ICANN 2001, Kernel Regressors, Neural Networks, Sparse Kernel Regressors, Support Vectors