LGCVNov 23, 2025

SloMo-Fast: Slow-Momentum and Fast-Adaptive Teachers for Source-Free Continual Test-Time Adaptation

arXiv:2511.18468v1
Originality Incremental advance
AI Analysis

This work addresses CTTA for deploying models in real-world applications with evolving domains, offering a privacy-sensitive solution, though it appears incremental as it builds on existing CTTA methods with a novel dual-teacher approach.

The paper tackles the problem of continual test-time adaptation (CTTA) in privacy-sensitive settings by proposing SloMo-Fast, a source-free dual-teacher framework that addresses long-term forgetting and enhances adaptability, achieving consistent outperformance over state-of-the-art methods across multiple CTTA benchmarks.

Continual Test-Time Adaptation (CTTA) is crucial for deploying models in real-world applications with unseen, evolving target domains. Existing CTTA methods, however, often rely on source data or prototypes, limiting their applicability in privacy-sensitive and resource-constrained settings. Additionally, these methods suffer from long-term forgetting, which degrades performance on previously encountered domains as target domains shift. To address these challenges, we propose SloMo-Fast, a source-free, dual-teacher CTTA framework designed for enhanced adaptability and generalization. It includes two complementary teachers: the Slow-Teacher, which exhibits slow forgetting and retains long-term knowledge of previously encountered domains to ensure robust generalization, and the Fast-Teacher rapidly adapts to new domains while accumulating and integrating knowledge across them. This framework preserves knowledge of past domains and adapts efficiently to new ones. We also introduce Cyclic Test-Time Adaptation (Cyclic-TTA), a novel CTTA benchmark that simulates recurring domain shifts. Our extensive experiments demonstrate that SloMo-Fast consistently outperforms state-of-the-art methods across Cyclic-TTA, as well as ten other CTTA settings, highlighting its ability to both adapt and generalize across evolving and revisited domains.

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