对比大模型与传统方法,发现大模型在冷启动场景更优,但物理约束场景仍需专用模型。
Assessing the Operational Viability of Foundation Models for Time Series Forecasting

- 用实证分析四种实际运行场景下的表现差异
- 大模型在周期性强、数据少的场景准确率更高
- 提出按数据特征自动选模型的复杂度路由机制
时间序列预测广泛应用于金融、交通和能源等领域,驱动关键运营决策。尽管监督学习方法性能优异,但需要领域定制训练、特征工程和持续维护。近年来,大规模基础模型作为零样本替代方案兴起,类似大语言模型的无需任务微调特性。本文评估基础模型与标准监督方法的表现差异。不只关注总体精度,还分析四种典型运行环境:周期性人工主导系统、物理约束过程、随机金融市场及异构需求预测。结果表明,基础模型在具有可迁移周期结构的领域表现良好,适合冷启动或长尾场景;而监督专用模型在严格物理约束系统中精度更高。在金融领域,新一代基础模型正快速缩小与专用模型的差距。我们进一步量化了推理延迟、数据漂移适应性和部署约束之间的权衡。最后提出复杂度路由器(Complexity Router),基于实测特征将每个时间序列分配至最优模型类别。实验显示,该选择性路由策略在提升准确率的同时显著降低推理成本,为通用性与效率的平衡提供实用框架。
原文摘要 · Abstract (English)
Time series forecasting drives operational decisions in areas like finance, transportation, and energy. While supervised learning approaches achieve strong performance, they require domain-specific training, feature engineering, and ongoing maintenance. Large-scale foundation models have recently emerged as a zero-shot alternative, avoiding task-specific training much like LLMs. In this work, we evaluate foundation models against standard supervised approaches. Rather than focusing solely on aggregate accuracy, we analyze performance across four operational regimes: periodic human-centric systems, physically constrained processes, stochastic financial markets, and heterogeneous demand forecasting. Our results characterize optimal deployment areas. Foundation models perform well in domains with transferable periodic structures and are efficient for cold-start or long-tail scenarios. Conversely, supervised specialists maintain higher precision in systems governed by strict physical constraints. In financial domains, newer foundation models are rapidly closing the performance gap with supervised specialists. We further quantify trade-offs in inference latency, data drift adaptability, and deployment constraints. Finally, we propose a Complexity Router that assigns each series to the optimal model class using empirical features. We demonstrate that this selective routing achieves higher accuracy and significantly lower inference costs compared to deploying a universal foundation model, providing a practical framework for balancing generalization and efficiency.
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