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This research investigates the functional structure underlying post-compression recovery in low-rank large language models, demonstrating that recovery dynamics are governed by reproducible compression-induced patterns rather than just scalar loss metrics. By formalizing "recovery pressure," the study reveals how localized updates trigger distributed responses across modules, offering a standardized framework to analyze these heterogeneous behaviors without requiring backpropagation.
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The Functional Structure of Post-Compression Recovery in Low-Rank LLMs

arXiv2 min de cititArticolul și perspectiva sunt în engleză.

arXiv:2610.05504v1 Announce Type: new Abstract: Different low-rank compression methods can produce compressed LLMs that respond differently to the same post-compression recovery procedure, and relative advantages observed between methods at the compression endpoint may shrink, grow, or even reverse after recovery. We ask whether this recovery heterogeneity reflects functional structure beyond scalar loss evolution, and how that structure evolves throughout recovery. Our results establish that this heterogeneity reflects a reproducible compression-induced functional structure, which we formalize as recovery pressure. To characterize this structure consistently throughout recovery, we develop a standardized functional characterization within each backbone that is applicable across heterogeneous low-rank methods. The primary backward characterization reveals reproducible module-wise structure across independent probes, while a complementary forward-only characterization recovers related structure without loss or backpropagation. We further find that recovery pressure measured at the endpoint is associated with subsequent recovery response; during recovery, its module-wise structure is reorganized non-uniformly, and localized updates induce distributed responses beyond directly updated modules. Further evidence indicates that tracking this evolving structure provides a complementary functional view of recovery progress alongside scalar loss.

Abstract:Different low-rank compression methods can produce compressed LLMs that respond differently to the same post-compression recovery procedure, and relative advantages observed between methods at the compression endpoint may shrink, grow, or even reverse after recovery. We ask whether this recovery heterogeneity reflects functional structure beyond scalar loss evolution, and how that structure evolves throughout recovery. Our results establish that this heterogeneity reflects a reproducible compression-induced functional structure, which we formalize as recovery pressure. To characterize this structure consistently throughout recovery, we develop a standardized functional characterization within each backbone that is applicable across heterogeneous low-rank methods. The primary backward characterization reveals reproducible module-wise structure across independent probes, while a complementary forward-only characterization recovers related structure without loss or backpropagation. We further find that recovery pressure measured at the endpoint is associated with subsequent recovery response; during recovery, its module-wise structure is reorganized non-uniformly, and localized updates induce distributed responses beyond directly updated modules. Further evidence indicates that tracking this evolving structure provides a complementary functional view of recovery progress alongside scalar loss.

Artificial Intelligence (cs.AI); Information Theory (cs.IT)

arXiv:2610.05504 [cs.AI]

(or arXiv:2610.05504v1 [cs.AI] for this version)

https://doi.org/10.48550/arXiv.2610.05504 Focus to learn more arXiv-issued DOI via DataCite (pending registration)

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