Transferring model structure in Bayesian transfer learning for Gaussian process regression
Milan Pape\v{z}, Anthony Quinn

TL;DR
This paper introduces a Bayesian transfer learning framework for Gaussian process regression that robustly transfers information from source to target models, improving performance and robustness against model misspecification.
Contribution
It proposes a dual-modeller Bayesian transfer learning approach that enhances robustness and performance in Gaussian process regression tasks compared to traditional multitask learning.
Findings
Achieves performance comparable to conventional multitask learning when models are well-specified.
Demonstrates robustness to model misspecification in transfer learning.
Validates the approach with synthetic and real data experiments.
Abstract
Bayesian transfer learning (BTL) is defined in this paper as the task of conditioning a target probability distribution on a transferred source distribution. The target globally models the interaction between the source and target, and conditions on a probabilistic data predictor made available by an independent local source modeller. Fully probabilistic design is adopted to solve this optimal decision-making problem in the target. By successfully transferring higher moments of the source, the target can reject unreliable source knowledge (i.e. it achieves robust transfer). This dual-modeller framework means that the source's local processing of raw data into a transferred predictive distribution -- with compressive possibilities -- is enriched by (the possible expertise of) the local source model. In addition, the introduction of the global target modeller allows correlation between…
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Taxonomy
TopicsGaussian Processes and Bayesian Inference · Domain Adaptation and Few-Shot Learning · Machine Learning and Algorithms
MethodsGaussian Process
