Title :
Semisupervised Multitask Learning With Gaussian Processes
Author :
Skolidis, Grigorios ; Sanguinetti, Guido
Author_Institution :
Dept. of Data Analytics, QuantumBlack, London, UK
Abstract :
We present a probabilistic framework for transferring learning across tasks and between labeled and unlabeled data. The approach is based on Gaussian process (GP) prediction and incorporates both the geometry of the data and the similarity between tasks within a GP covariance, allowing Bayesian prediction in a natural way. We discuss the transfer of learning in a multitask scenario in the two cases where the underlying geometry is assumed to be the same across tasks and where different tasks are assumed to have independent geometric structures. We demonstrate the method on a number of real datasets, indicating that the semisupervised multitask approach can result in very significant improvements in performance when very few labeled training examples are available.
Keywords :
Gaussian processes; geometry; learning (artificial intelligence); Bayesian prediction; Gaussian process prediction; independent geometric structures; labeled data; semisupervised multitask learning; unlabeled data; Correlation; Covariance matrices; Data models; Gaussian processes; Geometry; Laplace equations; Training; Bayesian inference; Gaussian process (GP); classification; multitask learning (MTL); semisupervised learning (SSL); transfer learning;
Journal_Title :
Neural Networks and Learning Systems, IEEE Transactions on
DOI :
10.1109/TNNLS.2013.2272403