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StreamPhy: Streaming Inference of High-Dimensional Physical Dynamics via State Space Models
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Proposes StreamPhy, an SSM-based framework (attention observation encoder + HiPPO SSM + FT-FiLM decoder) for streaming reconstruction of physical fields from irregular sparse measurements, reporting lower VRMSE and 20-100x faster inference than diffusion-based SDIFT.
Problem
Real-time reconstruction of high-dimensional spatiotemporal physical fields from irregular, sparse, asynchronous streaming measurements; existing diffusion and functional tensor methods are offline, need full temporal observations, or are expensive at inference.
Approach
Combines an attention-based encoder that maps variable-size observation sets to fixed latent vectors, a HiPPO-LegS state-space model that updates online over irregular time intervals, and FT-FiLM, a feature-wise modulated functional tensor decoder claimed to be strictly more expressive than the functional Tucker model.
Key results
- StreamPhy (MH) achieves VRMSE 0.0935 on Turbulent Flow (uniform, rho=3%) versus 0.3248 for SDIFT, the best baseline shown.
- Inference on Turbulent Flow takes 0.0419s for StreamPhy versus 5.14s for SDIFT on an RTX 4090, roughly 100x faster.
- Ablation: removing the SSM raises Turbulent Flow VRMSE to 0.8537, and replacing FT-FiLM with FTM raises it to 0.1435 (uniform, rho=3%).
Surprising findings
- Removing the SSM causes VRMSE to degrade to near 0.85-0.91, far worse than any baseline, suggesting the encoder-decoder alone cannot handle streaming inputs.
Limitations
- The state transition matrix A is predefined (HiPPO-LegS) and its design space is unexplored.
- No explicit incorporation of physical laws or priors into the model.
- Evaluated on only three datasets with a limited set of sampling patterns.
Experimental setup
Datasets: Turbulent Flow Ocean Sound Speed Active Matter
Benchmarks: Turbulent Flow Ocean Sound Speed Active Matter
Metrics: VRMSE inference time (s) parameter count
Baselines: SDIFT Senseiver LRTFR OFTD CATTE
Builds on: HiPPO S4 Mamba functional Tucker model FiLM Senseiver
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