arXiv:2507.08922stat.MLcs.LG2025-07综述被引 3

用贝叶斯方法解决模型持续学习中的遗忘问题。

The Bayesian Approach to Continual Learning: An Overview

  • 基于贝叶斯框架更新先验,避免旧知识遗忘。
  • 系统梳理任务增量与类别增量学习的算法分类。
  • 适合研究持续学习与认知心理学交叉的学者。

持续学习是一种在线范式,学习者在连续时间步中逐步积累来自不同任务的知识。关键要求是扩展并更新知识,同时不遗忘过去经验,且无需从头训练。由于其序列特性与人类认知的相似性,持续学习为拓展深度模型在真实世界中的应用提供了可能。持续接收数据的需求天然契合贝叶斯推断,后者可有效在新数据下更新模型先验而不完全丢失旧知识。本文综述了贝叶斯持续学习的不同设置,包括任务增量学习与类别增量学习。首先讨论持续学习的定义及其贝叶斯设定,并关联领域自适应、迁移学习和元学习等相近领域。随后提出一个算法分类体系,全面梳理贝叶斯持续学习方法。进一步分析当前主流算法,探讨持续学习与发育心理学的联系,引入跨领域类比。最后讨论现存挑战,并展望未来研究方向。

原文摘要 · Abstract (English)

Continual learning is an online paradigm where a learner continually accumulates knowledge from different tasks encountered over sequential time steps. Importantly, the learner is required to extend and update its knowledge without forgetting about the learning experience acquired from the past, and while avoiding the need to retrain from scratch. Given its sequential nature and its resemblance to the way humans think, continual learning offers an opportunity to address several challenges which currently stand in the way of widening the range of applicability of deep models to further real-world problems. The continual need to update the learner with data arriving sequentially strikes inherent congruence between continual learning and Bayesian inference which provides a principal platform to keep updating the prior beliefs of a model given new data, without completely forgetting the knowledge acquired from the old data. This survey inspects different settings of Bayesian continual learning, namely task-incremental learning and class-incremental learning. We begin by discussing definitions of continual learning along with its Bayesian setting, as well as the links with related fields, such as domain adaptation, transfer learning and meta-learning. Afterwards, we introduce a taxonomy offering a comprehensive categorization of algorithms belonging to the Bayesian continual learning paradigm. Meanwhile, we analyze the state-of-the-art while zooming in on some of the most prominent Bayesian continual learning algorithms to date. Furthermore, we shed some light on links between continual learning and developmental psychology, and correspondingly introduce analogies between both fields. We follow that with a discussion of current challenges, and finally conclude with potential areas for future research on Bayesian continual learning.

持续学习贝叶斯方法认知模型综述

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