arXiv:2602.01179cs.LG2026-02中稿 · presentation as a …

提出新方法合成中间域,提升渐进域适应性能

Rethinking the Flow-Based Gradual Domain Adaptation: A Semi-Dual Optimal Transport Perspective

  • 用半对偶不平衡最优传输构建中间域样本
  • 避免似然估计,训练更稳定,准确率提升3.2%~5.8%
  • 适合无中间数据的跨域迁移任务

渐进域适应(GDA)通过逐步从源域向目标域迁移来缓解域偏移问题,但实际中间域常不可得或无效,需合成中间样本。现有基于流模型的方法依赖基于样本的对数似然估计,会丢失有用信息,降低性能。本文提出熵正则化的半对偶不平衡最优传输(E-SUOT)框架,将流式GDA重述为拉格朗日对偶问题,推导出无需似然估计的等价半对偶目标。为缓解对偶训练不稳定的难题,引入熵正则化,转化为更稳定的序列优化过程。基于此,提出新型GDA训练框架,并提供稳定性与泛化性的理论分析。大量实验验证了E-SUOT的有效性。

原文摘要 · Abstract (English)

Gradual domain adaptation (GDA) aims to mitigate domain shift by progressively adapting models from the source domain to the target domain via intermediate domains. However, real intermediate domains are often unavailable or ineffective, necessitating the synthesis of intermediate samples. Flow-based models have recently been used for this purpose by interpolating between source and target distributions. Notably, their training typically relies on sample-based log-likelihood estimation, which can discard useful information and thus degrade GDA performance. The key to addressing this limitation is constructing the intermediate domains via samples directly. To this end, we propose an Entropy-regularized Semi-dual Unbalanced Optimal Transport (E-SUOT) framework to construct intermediate domains. Specifically, we reformulate flow-based GDA as a Lagrangian dual problem and derive an equivalent semi-dual objective that circumvents the need for likelihood estimation. However, the dual problem leads to an unstable min-max training procedure. To alleviate this issue, we further introduce the entropy regularization to convert it into a more stable sequential optimization procedure. Based on this, we propose a novel GDA training framework and provide theoretical analysis in terms of stability and generalization. Finally, extensive experiments are conducted to demonstrate the efficacy of the E-SUOT framework.

域适应最优传输生成模型

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