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Uncluttered Domain Sub-Similarity Modeling for Transfer Regression

机译:转移回归的整洁域次相似性建模

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Transfer covariance functions, which can model domain similarities and adaptively control the knowledge transfer across domains, are widely used in Gaussian process (GP) based transfer learning. We focus on regression problems in a black-box learning scenario, and study a family of rather general transfer covariance functions, T_*, that can model the similarity heterogeneity of domains through multiple kernel learning. A necessary and sufficient condition that (i) validates GPs using T_* for any data and (ii) provides semantic interpretations is given. Moreover, building on this condition, we propose a computationally inexpensive model learning rule that can explicitly capture different sub-similarities of domains. Extensive experiments on one synthetic dataset and four real-world datasets demonstrate the effectiveness of the learned GP on the sub-similarity capture and the transfer performance.
机译:转移协方差函数可用于建模领域相似度并自适应控制跨领域的知识转移,已广泛用于基于高斯过程(GP)的转移学习中。我们将重点放在黑盒学习场景中的回归问题上,并研究一系列相当通用的传递协方差函数T_ *,这些函数可以通过多个内核学习对域的相似性异质性进行建模。给出了(i)使用T_ *验证任何数据的GP和(ii)提供语义解释的必要和充分条件。此外,在此条件的基础上,我们提出了一种计算上不昂贵的模型学习规则,该规则可以显式捕获域的不同子相似性。在一个合成数据集和四个真实数据集上进行的大量实验证明了所学GP在亚相似性捕获和传输性能方面的有效性。

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