VaryST:突破封闭环境限制的可泛化时空预测模型
VaryST: Generalizable Spatio-Temporal Forecasting Beyond the Closed-World Setting
做时空预测的看这篇:VaryST 换个域、缺观测也能出预报,对比 17 个基线的零样本泛化明显更强。
VaryST 是一个从零训练的时空预测模型,针对时间分布变化、空间域变化和观测缺失三类部署问题。为适应空间变化,VaryST 在预定义邻域之外动态选择功能相关的支撑节点,并融合长期与近期状态信息。针对观测缺失,VaryST 在训练时选择性遮蔽自身最依赖的历史片段,促使模型改用其他时空依赖完成预测。在 6 个真实数据集、17 个基线的对比中,VaryST 保持域内精度,零样本和少样本泛化能力显著提升。
VaryST: Generalizable Spatio-Temporal Forecasting Beyond the Closed-World Setting
Spatio-temporal forecasting is fundamental to many real-world systems, yet deployment environments are inherently varying: temporal distributions may evolve, spatial domains may change, and observation availability may shift from training conditions. Existing models are often tightly coupled to their training environments through node-specific representations, predefined spatial support sets, and reliance on consistently available observations, limiting generalization to changing environments. To this end, we propose VaryST, a compact spatio-temporal forecasting model trained from scratch that achieves strong generalization by dynamically constructing predictive context from available long-term observations. To accommodate temporal changes, VaryST derives node representations from long-term histories, capturing current behavior in the context of longer-term patterns. To adapt to spatial changes, it dynamically selects functionally relevant support nodes beyond predefined neighborhoods and integrates their information with recent and long-term target states and global context. To handle varying observation availability, VaryST selectively masks historical patches on which the model relies most during training, encouraging it to exploit alternative temporal and spatial dependencies for accurate forecasting when key observations become unavailable. Extensive experiments on six real-world datasets against seventeen baselines show that VaryST achieves strong in-domain forecasting accuracy, substantially improves zero- and few-shot generalization under spatial and temporal changes, and remains robust to varying observation availability.