Control-Plane Placement Shapes Forgetting: An Architectural Study of Agent Memory Across Thirteen System Configurations

22d ago · Global · primary source: export.arxiv.org

The position of a large language model inside an agent memory pipeline determines which forgetting failures the system can recover, according to a study posted to arXiv on June 14. Researchers compared thirteen configurations and found that no single placement covers all failure modes [1]. The paper, titled “Control-Plane Placement Shapes Forgetting,” examines where an LLM sits between the recall plane—which retrieves stored facts—and the control plane, which mutates them through operations such as supersede, release, and purge [1][2]. The recall plane has been extensively benchmarked, but the control plane remains largely untested [2]. The authors evaluated the thirteen configurations against a 385-case adversarial surface [1]. Deterministic primitives handled lexical and temporal categories but stumbled on canonicalization, posting a 5% failure rate on identifier-obfuscation and a 0% failure rate on cross-lingual tasks [2]. Placing the LLM at inscribe time recovered canonicalization completely—100%—yet offered no help on intent-aware deletion, where it recorded a 0% recovery rate on prefix-collision and compound-fact cases [2]. A mutation-time hook reversed that pattern. It recovered intent-aware deletion at a rate of 78–85% and lifted overall recovery to 91.7–93.2% [2]. The cost was modest: $0.17 per full 385-case run, with mutation latency of 2.3 seconds per case compared with 64–191 milliseconds for the deterministic recall path, which remained unchanged [2]. The evaluation harness, called ForgetEval, combines a 1,000-case templated suite with the 385-case adversarial layer—132 hand-crafted cases and 253 LLM-drafted, oracle-validated cases—scored by deterministic substring match [1][2]. A six-method Adapter Protocol with honest N/A scoring allows heterogeneous memory stores to enter in roughly 130 lines of code [2]. Ten annotators reviewed the admission criteria, producing a Fleiss’ kappa of 0.958, and a 77-case subset authored by four blind external contributors replicated the canonicalization asymmetry while amplifying the joint-placement lift by 27.8 percentage points [2]. The study, released under an MIT license, argues that production failures are predominantly forgetting failures rather than recall failures, even though existing benchmarks measure only recall [1][2]. arXiv, the open-access repository where the paper appeared, hosts e-prints across mathematics, physics, computer science, and related fields and has grown to a submission rate of about 24,000 articles per month as of late 2024 [6].

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Background sources we checked (7)
  • arxiv.org ↗ Where an LLM sits in an agent memory pipeline -- between the recall plane that retrieves stored facts (extensively benchmarked) and the control plane that mutates them via supersede, release, purge (largely untested) -- shapes which forgetting failure modes the system recovers. C…
  • info.arxiv.org ↗ arXiv Labs - arXiv info | arXiv e-print repository Skip to content # arXiv Labs Attention arXiv Users: arXiv Labs is pausing new proposals ## What are arXiv Labs? arXiv Labs are a way for the community to contribute new, useful features to arXiv. These integrations are avail…
  • blog.arxiv.org ↗ arXivLabs: a space for community innovation – arXiv blog arXiv has launched a new, formalized framework enabling innovative collaborations with individuals and organizations. “Members of our community want to contribute tools that enhance the arXiv experience, and we val…
  • info.arxiv.org ↗ arXivLabs: Showcase - arXiv info | arXiv e-print repository ... # arXivLabs: Showcase ... arXiv is surrounded by a community of researchers and developers working at the cutting edge of information science and technology. ... While the arXiv team is focused on our core mission—pr…
  • en.wikipedia.org ↗ arXiv (pronounced as "archive"—the X represents the Greek letter chi ⟨χ⟩) is an open-access repository of electronic preprints and postprints (known as e-prints) approved for posting after moderation, but not peer reviewed. It consists of scientific papers in the fields of mathem…
  • en.wikipedia.org ↗ 14 (fourteen) is the natural number following 13 and preceding 15.…
  • en.wikipedia.org ↗ A large language model (LLM) is a type of machine learning model designed for natural language processing tasks such as language generation. LLMs are language models with many parameters, and are trained with self-supervised learning on a vast amount of text.…

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