异构领域适应的增量判别学习

Peng Han, Xinxiao Wu
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引用次数: 1

摘要

本文提出了一种新的异构域自适应增量学习方法,该方法将源域和目标域的训练数据依次获取,并以异构特征表示。学习了两个不同的投影矩阵,将两个域的数据映射到一个判别性的公共子空间中,使类内样本之间的关系密切,类间样本之间的分离良好,减少了源域和目标域之间的数据分布不匹配。与以往的工作不同,我们的方法能够在训练数据作为数据流可用时增量优化投影矩阵,而不是完全提前给出。随着训练数据的不断增加,新的投影矩阵是通过特征空间合并算法更新已有的投影矩阵来计算的,而不是通过保留整个训练数据集来从头开始重复学习。因此,我们的投影矩阵增量学习方案可以显著降低计算复杂度和内存空间,使其适用于具有大型训练数据集的更广泛的异构域适应场景。此外,我们的方法既不局限于源域和目标域对应的训练实例,也不局限于同一类型的特征,这有意义地放宽了对训练数据的要求。在三个基准数据集上的综合实验清楚地证明了该方法的有效性和高效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Incremental Discriminant Learning for Heterogeneous Domain Adaptation
This paper proposes a new incremental learning method for heterogeneous domain adaptation, in which the training data from both source domain and target domains are acquired sequentially, represented by heterogeneous features. Two different projection matrices are learned to map the data from two domains into a discriminative common subspace, where the intra-class samples are closely-related to each other, the inter-class samples are well-separated from each other, and the data distribution mismatch between the source and target domains is reduced. Different from previous work, our method is capable of incrementally optimizing the projection matrices when the training data becomes available as a data stream instead of being given completely in advance. With the gradually coming training data, the new projection matrices are computed by updating the existing ones using an eigenspace merging algorithm, rather than repeating the learning from the begin by keeping the whole training data set. Therefore, our incremental learning solution for the projection matrices can significantly reduce the computational complexity and memory space, which makes it applicable to a wider set of heterogeneous domain adaptation scenarios with a large training dataset. Furthermore, our method is neither restricted to the corresponding training instances in the source and target domains nor restricted to the same type of feature, which meaningfully relaxes the requirement of training data. Comprehensive experiments on three benchmark datasets clearly demonstrate the effectiveness and efficiency of our method.
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