多元统计
代表(政治)
人工智能
领域(数学分析)
计算机科学
多元分析
机器学习
数学
模式识别(心理学)
政治学
政治
数学分析
法学
作者
Can Peng,Piotr Koniusz,Kaiyu Guo,Brian C. Lovell,Peyman Moghadam
标识
DOI:10.1016/j.cviu.2024.104215
摘要
Deep learning models often suffer from catastrophic forgetting when fine-tuned with samples of new classes. This issue becomes even more challenging when there is a domain shift between training and testing data. In this paper, we address the critical yet less explored Domain-Generalized Class-Incremental Learning (DGCIL) task. We propose a DGCIL approach designed to memorize old classes, adapt to new classes, and reliably classify objects from unseen domains. Specifically, our loss formulation maintains classification boundaries while suppressing domain-specific information for each class. Without storing old exemplars, we employ knowledge distillation and estimate the drift of old class prototypes as incremental training progresses. Our prototype representations are based on multivariate Normal distributions, with means and covariances continually adapted to reflect evolving model features, providing effective representations for old classes. We then sample pseudo-features for these old classes from the adapted Normal distributions using Cholesky decomposition. Unlike previous pseudo-feature sampling strategies that rely solely on average mean prototypes, our method captures richer semantic variations. Experiments on several benchmarks demonstrate the superior performance of our method compared to the state of the art. • We propose an exemplar-free domain-generalized incremental classification method. • Our method is called TRIplet loss with Pseudo old-class feature Sampling (TRIPS). • TRIPS extracts semantic information and maintains old-class knowledge. • An effective feature sampler is based on the multivariate Normal distribution. • A comprehensive task setting for DGCIL is provided.
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