Jialin Tang

Jialin Tang

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Jialin Tang

Beijing Institute of Technology, Beijing, China

Research Focus & Metrics

Academic Career Length

3Years (2024-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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28 October 2024
Verified
Conference Paper
Open access
SWShiye Wang
Shiye Wang
CLChangsheng Li
Changsheng Li
JTJialin Tang
Jialin Tang
XGXing Gong
Xing Gong
YYYe Yuan
Ye Yuan
GWGuoren Wang
Guoren Wang
Parameter-Efficient-Tuning (PET) for pre-trained deep models (e.g., transformer) hold significant potential for domain increment learning (DIL). Recent prevailing approaches resort to prompt learning, which typically involves learning a small number of prompts for each domain to avoid the issue of catastrophic forgetting. However, previous studies have pointed out prompt-based methods are often challenging to optimize, and their performance may vary non-monotonically with trainable parameters. In contrast to previous prompt-based DIL methods, we put forward an importance-aware shared parameter subspace learning for domain incremental learning, on the basis of low-rank adaption (LoRA). Specifically, we propose to incrementally learn a domain-specific and domain-shared low-rank parameter subspace for each domain, in order to effectively decouple the parameter space and capture shared information across different domains. Meanwhile, we present a momentum update strategy for learning the domain-shared subspace, allowing for the smoothly accumulation of knowledge in the current domain while mitigating the risk of forgetting the knowledge acquired from previous domains. Moreover, given that domain-shared information might hold varying degrees of importance across different domains, we design an importance-aware mechanism that adaptively assigns an importance weight to the domain-shared subspace for the corresponding domain. Finally, we devise a cross-domain contrastive constraint to encourage domain-specific subspaces to capture distinctive information within each domain effectively, and enforce orthogonality between domain-shared and domain-specific subspaces to minimize interference between them. Extensive experiments on image domain incremental datasets demonstrate the effectiveness of the proposed method in comparison to the related state-of-the-art methods.