Preventing Latent Rehearsal Decay in Online Continual SSL with SOLAR

📅 2026-04-12
📈 Citations: 0
Influential: 0
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🤖 AI Summary
This work addresses the issue of representation degradation and performance deterioration in online continual self-supervised learning, which often arises from overly stable replay mechanisms. The authors propose the “latent rehearsal decay” hypothesis and introduce two diagnostic metrics—Overlap and Deviation—to dynamically monitor changes in the latent space. Building on these insights, they design an adaptive buffer management strategy that leverages online proxy metrics to guide sample updates and incorporates an explicit Overlap loss function to modulate plasticity. Evaluated on standard OCSSL vision benchmarks, the proposed method achieves state-of-the-art performance, demonstrating superior convergence speed and final accuracy compared to existing approaches.

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📝 Abstract
This paper explores Online Continual Self-Supervised Learning (OCSSL), a scenario in which models learn from continuous streams of unlabeled, non-stationary data, where methods typically employ replay and fast convergence is a central desideratum. We find that OCSSL requires particular attention to the stability-plasticity trade-off: stable methods (e.g. replay with Reservoir sampling) are able to converge faster compared to plastic ones (e.g. FIFO buffer), but incur in performance drops under certain conditions. We explain this collapse phenomenon with the Latent Rehearsal Decay hypothesis, which attributes it to latent space degradation under excessive stability of replay. We introduce two metrics (Overlap and Deviation) that diagnose latent degradation and correlate with accuracy declines. Building on these insights, we propose SOLAR, which leverages efficient online proxies of Deviation to guide buffer management and incorporates an explicit Overlap loss, allowing SOLAR to adaptively managing plasticity. Experiments demonstrate that SOLAR achieves state-of-the-art performance on OCSSL vision benchmarks, with both high convergence speed and final performance.
Problem

Research questions and friction points this paper is trying to address.

Online Continual Self-Supervised Learning
Latent Rehearsal Decay
stability-plasticity trade-off
replay buffer
latent space degradation
Innovation

Methods, ideas, or system contributions that make the work stand out.

Latent Rehearsal Decay
Online Continual Self-Supervised Learning
Stability-Plasticity Trade-off
Buffer Management
Overlap Loss