analiza aiqbench
Composing insight from the full article — this may take a moment.
TSFM Meets LLM: Context as Covariates
arXiv:2611.05515v1 Announce Type: cross Abstract: Textual information is ubiquitous in real-world time series datasets, appearing as news, reports, and annotations that hold key predictive signals not deducible from numerical history alone. Large Language Models (LLMs) interpret text but lack numerical precision, while Time Series Foundation Models (TSFMs) are quantitatively accurate but cannot reason about the effects of text. Moreover, the lack of large-scale paired multimodal datasets limits progress in bridging this gap. In this work, we address this challenge by providing a scalable approach for generating realistic multimodal datasets by annotating real-world time series with LLMs. Building on this, we propose Context as Covariates (CoCo), a forecasting framework in which an LLM distills its textual reasoning into numerically grounded forecast and confidence covariates that guide a TSFM backbone, thereby exploiting the strengths of both LLMs and TSFMs. We align the two models in stages, first fine-tuning the LLM via Group Relative Policy Optimization (GRPO) with a reward tied to covariate-induced improvement in forecasting performance, and then fine-tuning the TSFM on covariates generated by the aligned LLM. Our experiments show that models trained on our synthetic multimodal corpus generalize to real benchmarks spanning finance, economics, weather, traffic, and security. Notably, CoCo with Qwen3-4B-Instruct-2507 as the LLM and Chronos2 as the TSFM achieves up to 12% MAE improvement over state-of-the-art TSFMs and LLM forecasters, such as GPT-4o. Code, checkpoints, and the evaluation datasets are publicly available.
Citește articolul complet pe arXivSubiecte conexe
Amortized Localized Posterior Inference for Model Calibration with Application to an Ocean Turbulence Closure
arXiv · 31 oct. 2026
JudgeCast: Time Series Forecasting with Experience-Informed Covariate Judgements
arXiv · 30 sept. 2026
Certified Optimal Measurement Reduction over Quantum Context Landscapes
arXiv · 21 iul. 2026
Timestral
arXiv · 29 oct. 2026