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arXiv 2403.15706cs.LGcs.CV

GACL:无样例的广义解析持续学习

GACL: Exemplar-Free Generalized Analytic Continual Learning

South China University of Technology(华南理工大学);Southern University of Science and Technology(南方科技大学);Shenzhen Institute, Hunan University(湖南大学深圳研究院);Pazhou Lab(琶洲实验室)

Huiping Zhuang, Yizhu Chen, Di Fang, Run He, Kai Tong, Hongxin Wei, Ziqian Zeng, Cen Chen

AI总结:

针对广义类别增量学习现有方法性能不足或需保存样例侵犯隐私的问题,提出无样例的GACL方法,通过解析学习得到闭式解,具备权重不变性,理论和实验均验证其性能领先。

摘要:

类别增量学习(CIL)在顺序任务上训练网络,每个任务包含独立的类别,但会遭受灾难性遗忘问题——模型在学习新任务时会快速丢失先前习得的知识。广义类别增量学习(GCIL)旨在解决更贴近真实场景的CIL问题,该场景下输入数据的类别混合,且样本量分布未知。现有的GCIL研究要么性能不佳,要么通过保存样例侵犯数据隐私。本文提出了一种全新的无样例GCIL技术,名为广义解析持续学习(GACL)。GACL采用解析学习(一种无梯度训练技术),为GCIL场景提供了解析(即闭式)解。该解通过将输入数据分解为已见过类别和未见过类别推导得出,由此具备权重不变性——这是一种稀有且有价值的特性,可支撑增量学习与其联合训练之间的等价性。这种等价性在GCIL设置中至关重要,因为不同任务间的数据分布不再对GACL的应用构成挑战。理论上,我们通过矩阵分析工具验证了该等价特性。实验层面,我们开展了大量实验,结果表明与现有GCIL方法相比,GACL在各类数据集和GCIL设置下均表现出持续领先的性能。源代码可在https://github.com/CHEN-YIZHU/GACL获取。

英文摘要:

Class incremental learning (CIL) trains a network on sequential tasks with separated categories in each task but suffers from catastrophic forgetting, where models quickly lose previously learned knowledge when acquiring new tasks. The generalized CIL (GCIL) aims to address the CIL problem in a more real-world scenario, where incoming data have mixed data categories and unknown sample size distribution. Existing attempts for the GCIL either have poor performance or invade data privacy by saving exemplars. In this paper, we propose a new exemplar-free GCIL technique named generalized analytic continual learning (GACL). The GACL adopts analytic learning (a gradient-free training technique) and delivers an analytical (i.e., closed-form) solution to the GCIL scenario. This solution is derived via decomposing the incoming data into exposed and unexposed classes, thereby attaining a weight-invariant property, a rare yet valuable property supporting an equivalence between incremental learning and its joint training. Such an equivalence is crucial in GCIL settings as data distributions among different tasks no longer pose challenges to adopting our GACL. Theoretically, this equivalence property is validated through matrix analysis tools. Empirically, we conduct extensive experiments where, compared with existing GCIL methods, our GACL exhibits a consistently leading performance across various datasets and GCIL settings. Source code is available at https://github.com/CHEN-YIZHU/GACL.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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