SAGE: A Novelty Gate for Efficient Memory Evolution in Agentic LLMs

📰 ArXiv cs.AI

Learn how SAGE, a novelty gate, improves memory evolution in agentic LLMs by scoring candidate facts with a von Mises-Fisher-based density estimator

advanced Published 1 Jun 2026
Action Steps
  1. Frame memory evolution as a novelty-detection problem
  2. Implement a Spherical Adaptive Gate (SAGE) for memory evolution
  3. Use a von Mises-Fisher-based density estimator to score candidate facts
  4. Integrate SAGE into an agentic LLM to improve memory evolution
  5. Evaluate the performance of SAGE using metrics such as memory efficiency and fact recall
Who Needs to Know This

Researchers and developers working on agentic LLMs can benefit from this knowledge to improve their models' memory evolution efficiency

Key Insight

💡 SAGE enables efficient memory evolution in agentic LLMs by detecting novelty in candidate facts

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🤖 Improve agentic LLM memory evolution with SAGE, a novelty gate that scores candidate facts with a von Mises-Fisher-based density estimator

Key Takeaways

Learn how SAGE, a novelty gate, improves memory evolution in agentic LLMs by scoring candidate facts with a von Mises-Fisher-based density estimator

Full Article

Title: SAGE: A Novelty Gate for Efficient Memory Evolution in Agentic LLMs

Abstract:
arXiv:2605.30711v1 Announce Type: cross Abstract: Agentic LLMs must continuously decide whether newly extracted facts should be added, merged with existing memories, or ignored, yet prior work has focused more on retrieval and storage than on principled write-side control. We frame memory evolution as a novelty-detection problem and propose SAGE, a Spherical Adaptive Gate for memory Evolution that scores candidate facts with a von Mises-Fisher-based density estimator over memory embeddings and r
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