6533b86dfe1ef96bd12ca87d
RESEARCH PRODUCT
Model selection based product kernel learning for regression on graphs
Stefan KramerBernhard PfahringerMadeleine Seelandsubject
Graph kernelTraining setMultiple kernel learningComputer sciencebusiness.industryPattern recognitionSemi-supervised learningMachine learningcomputer.software_genreKernel (linear algebra)Kernel methodKernel embedding of distributionsPolynomial kernelKernel (statistics)Radial basis function kernelArtificial intelligenceTree kernelbusinesscomputerdescription
The choice of a suitable graph kernel is intrinsically hard and often cannot be made in an informed manner for a given dataset. Methods for multiple kernel learning offer a possible remedy, as they combine and weight kernels on the basis of a labeled training set of molecules to define a new kernel. Whereas most methods for multiple kernel learning focus on learning convex linear combinations of kernels, we propose to combine kernels in products, which theoretically enables higher expressiveness. In experiments on ten publicly available chemical QSAR datasets we show that product kernel learning is on no dataset significantly worse than any of the competing kernel methods and on average the best method available. A qualitative analysis of the resulting product kernels shows how the results vary from dataset to dataset.
year | journal | country | edition | language |
---|---|---|---|---|
2013-03-18 | Proceedings of the 28th Annual ACM Symposium on Applied Computing |