LGNov 19, 2025

On the Internal Semantics of Time-Series Foundation Models

arXiv:2511.15324v11 citationsh-index: 2
Originality Synthesis-oriented
AI Analysis

This work addresses interpretability for researchers and practitioners using time-series foundation models, but it is incremental as it systematically analyzes existing models without introducing new methods.

The paper tackled the problem of understanding how time-series foundation models internally represent fundamental concepts, finding that early layers capture local patterns like trends while deeper layers encode dispersion and change-time signals, with spectral and warping factors being hardest to recover linearly.

Time-series Foundation Models (TSFMs) have recently emerged as a universal paradigm for learning across diverse temporal domains. However, despite their empirical success, the internal mechanisms by which these models represent fundamental time-series concepts remain poorly understood. In this work, we undertake a systematic investigation of concept interpretability in TSFMs. Specifically, we examine: (i) which layers encode which concepts, (ii) whether concept parameters are linearly recoverable, (iii) how representations evolve in terms of concept disentanglement and abstraction across model depth, and (iv) how models process compositions of concepts. We systematically probe these questions using layer-wise analyses, linear recoverability tests, and representation similarity measures, providing a structured account of TSFM semantics. The resulting insights show that early layers mainly capture local, time-domain patterns (e.g., AR(1), level shifts, trends), while deeper layers encode dispersion and change-time signals, with spectral and warping factors remaining the hardest to recover linearly. In compositional settings, however, probe performance degrades, revealing interference between concepts. This highlights that while atomic concepts are reliably localized, composition remains a challenge, underscoring a key limitation in current TSFMs' ability to represent interacting temporal phenomena.

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