Which Histories Matter for Time Series Forecasting? Learning Predictive Relevance with Future Supervision

📅 2026-08-24
📈 Citations: 0
Influential: 0
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🤖 AI Summary
本文探讨了时间序列预测中历史数据的重要性,提出了一种基于未来监督的学习方法,通过重新排序相似性候选集来提高预测准确性。
📝 Abstract
Historical retrieval for time-series prediction commonly treats past similarity as a proxy for usefulness. We ask a different question: which historical examples should be expected to matter for a query? We define predictive relevance as expected future utility conditioned on inference-time information, using realized futures only during training as privileged supervision. A normalized-pattern retriever first forms a coarse candidate set, and a lightweight residual multilayer perceptron (MLP) learns a listwise future-compatibility target while keeping inference-time scoring strictly past-only. Our method retains similarity-based candidate generation but reranks its candidates by a more predictive relevance criterion. Optimal relevance decomposes into candidate-level utility and query-specific compatibility, motivating Candidate-Prior and Shuffled-Future controls. Across six benchmarks, the reranker improves Pattern retrieval while revealing candidate-global, query-specific, and mixed relevance regimes. On all 12 confirmatory tasks, it improves Pattern and outperforms a matched-protocol Stationarity-Aware Retrieval-Augmented Time Series Forecasting (SARAF) retrieval rule. Architecture-matched ablations show that correct future supervision, rather than the MLP or added context alone, drives gains in query-specific regimes. Alternative-similarity experiments show that a strong last-value-anchored L2 rule remains superior in some domains, whereas future-supervised relevance is particularly strong where our diagnostics indicate query-specific relevance, especially on Solar. Candidate-pool diagnostics show that this contrast is not explained solely by coarse Pattern retrieval. Overall, historical relevance is structured and domain dependent rather than governed by a universally superior retrieval rule.
Problem

Research questions and friction points this paper is trying to address.

Time Series Forecasting
Predictive Relevance
Historical Examples
Innovation

Methods, ideas, or system contributions that make the work stand out.

predictive relevance
future supervision
residual MLP
candidate reranking
time series forecasting
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