๐ค AI Summary
In spatiotemporal forecasting for intelligent transportation, weather prediction, and urban planning, existing methods suffer from three key limitations: insufficient multimodal fusion, severe causal confounding, and high computational complexity. To address these, we propose a novel dual-branch causal inference architecture. Our approach introduces the first cross-modal attentionโgated mechanism for collaborative modeling of heterogeneous data sources, and designs a GCN-Mamba hybrid encoder that jointly captures spatial dependencies and long-range temporal dynamics while preserving causal interpretability. Evaluated on four real-world benchmarks, our method consistently outperforms nine state-of-the-art models: it achieves up to 9.66% higher prediction accuracy and reduces inference latency by 17.37%โ56.11%. The framework thus delivers a principled trade-off among predictive performance, causal transparency, and computational efficiency.
๐ Abstract
Spatio-temporal prediction plays a crucial role in intelligent transportation, weather forecasting, and urban planning. While integrating multi-modal data has shown potential for enhancing prediction accuracy, key challenges persist: (i) inadequate fusion of multi-modal information, (ii) confounding factors that obscure causal relations, and (iii) high computational complexity of prediction models. To address these challenges, we propose E^2-CSTP, an Effective and Efficient Causal multi-modal Spatio-Temporal Prediction framework. E^2-CSTP leverages cross-modal attention and gating mechanisms to effectively integrate multi-modal data. Building on this, we design a dual-branch causal inference approach: the primary branch focuses on spatio-temporal prediction, while the auxiliary branch mitigates bias by modeling additional modalities and applying causal interventions to uncover true causal dependencies. To improve model efficiency, we integrate GCN with the Mamba architecture for accelerated spatio-temporal encoding. Extensive experiments on 4 real-world datasets show that E^2-CSTP significantly outperforms 9 state-of-the-art methods, achieving up to 9.66% improvements in accuracy as well as 17.37%-56.11% reductions in computational overhead.