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Transformers for Supervised Online Continual Learning: Leveraging In-Context Few-Shot Learning Abilities


Concetti Chiave
The author explores the potential of transformers for online continual learning by leveraging in-context few-shot learning abilities. They propose methods that combine in-context learning and parametric learning to achieve rapid adaptation and sustained progress.
Sintesi

The content discusses the application of transformers in supervised online continual learning settings. It introduces methods that leverage in-context learning capabilities for fast adaptation and sustained improvement. The study includes experiments on synthetic data and real-world datasets, showcasing significant improvements over existing approaches.

Key Points:

  • Transformers are explored for online continual learning.
  • Methods combining in-context and parametric learning are proposed.
  • Experiments on synthetic and real-world data demonstrate improved performance.
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Statistiche
Their method achieves a prediction accuracy of 38% on CLOC. The model requires between 10^14 to 10^17 FLOPs to run CLOC. The transformer architecture has a backbone width of 1024 units.
Citazioni
"In this paper we study transformers in the challenging setting of supervised online continual learning." "Our approach combines in-weight and in-context learning into an online-learning algorithm."

Approfondimenti chiave tratti da

by Jorg Bornsch... alle arxiv.org 03-05-2024

https://arxiv.org/pdf/2403.01554.pdf
Transformers for Supervised Online Continual Learning

Domande più approfondite

How can the findings from this study be applied to other domains beyond image classification

The findings from this study on supervised online continual learning using transformers can be applied to various domains beyond image classification. For example: Natural Language Processing: Transformers have shown great potential in NLP tasks such as text generation, sentiment analysis, and machine translation. By adapting the methods proposed in this study, models can continuously learn from a stream of text data without the need for stationary distributions. Time Series Forecasting: In applications like stock market prediction or weather forecasting, where data is non-stationary and evolves over time, online continual learning with transformers can help improve predictive accuracy by adapting to changing patterns. Healthcare: Continuous monitoring of patient data or medical records could benefit from models that can adapt to new information in real-time. Online learning approaches could enhance personalized treatment recommendations or disease diagnosis.

What potential challenges could arise from relying solely on online adapting systems

Relying solely on online adapting systems poses several potential challenges: Safety Concerns: Online-learning systems are susceptible to catastrophic forgetting if not properly managed. Models may overwrite previously learned information when exposed to new data streams, leading to performance degradation. Ethical Implications: Without careful oversight and control mechanisms, online learners might inadvertently make biased decisions based on recent trends rather than holistic knowledge accumulated over time. Resource Intensive Training: Continual adaptation requires ongoing training which can be computationally expensive and resource-intensive. Maintaining model performance while processing large volumes of streaming data may strain computing resources.

How does the concept of Occam's razor play a role in the prequential MDL approach discussed

In the prequential Minimum Description Length (MDL) approach discussed in the context provided: Occam's razor plays a crucial role by penalizing complex models that encode specific details about the training data but do not generalize well to unseen instances. The principle suggests that simpler explanations or models should be preferred unless there is strong evidence supporting more complex ones. By including both model complexity (L(M)) and prediction accuracy (log p(D|M)) in the description length calculation L(D), Occam's razor guides model selection towards solutions that balance between fitting the training data well and avoiding overfitting. This helps prevent overly complex models that may perform well on historical data but fail to generalize effectively.
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