FSE: Continual Learning for Named Entity Recognition by Fast-Slow Experts
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Abstract (arXiv)
Continual Learning for Named Entity Recognition (CLNER) enable models to incrementally learn new entity types without forgetting previously acquired ones. However, existing methods suffer from catastrophic forgetting and insufficient exploitation of shared information across tasks. This paper proposes FSE, a Fast-Slow Experts enhanced span-based NER model for CLNER. The shared fast expert learns token-level links to efficiently filter out unlikely spans, while the task-specific slow expert performs span classification only on the remaining candidates. It stabilizes learning by promoting knowledge sharing across tasks and maintains plasticity by reducing learning burden at each task. A length-decay negative sampling strategy to mitigate span imbalance is also introduced. Extensive experiments on OntoNotes and FewNERD synthestic datasets demonstrate that FSE achieves state-of-the-art performance in CLNER scenarios, with effectiveness of each component, empirical evidence of faster convergence and expected functionality of both experts.
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References · 14
- 2018BERT: Pre-training of Deep Bidirectional Transformers for Language Understandingcited by 40,304
- 2024The Llama 3 Herd of Modelscited by 14,486
- 2023A Comprehensive Survey of Continual Learning: Theory, Method and Applicationcited by 862
- 2016Neural Architectures for Named Entity Recognitioncited by 549
- 2022Unified Structure Generation for Universal Information Extractioncited by 220
- 2019A Unified MRC Framework for Named Entity Recognitioncited by 199
- 2020Named Entity Recognition as Dependency Parsingcited by 151
- 2021Few-NERD: A Few-Shot Named Entity Recognition Datasetcited by 150
- 2021A Unified Generative Framework for Various NER Subtaskscited by 141
- 2022Representation Compensation Networks for Continual Semantic Segmentationcited by 72
- 2019Neural Architectures for Nested NER through Linearizationcited by 56
- 2023A Survey on Continual Semantic Segmentation: Theory, Challenge, Method and Applicationcited by 21
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