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📄 Abstract
Abstract: This study employs a neural network that represents the solution to a
Schr\"odinger bridge problem to perform super-resolution of 2-m temperature in
an urban area. Schr\"odinger bridges generally describe transformations between
two data distributions based on diffusion processes. We use a specific
Schr\"odinger-bridge model (SM) that directly transforms low-resolution data
into high-resolution data, unlike denoising diffusion probabilistic models
(simply, diffusion models; DMs) that generate high-resolution data from
Gaussian noise. Low-resolution and high-resolution data were obtained from
separate numerical simulations with a physics-based model under common initial
and boundary conditions. Compared with a DM, the SM attains comparable accuracy
at one-fifth the computational cost, requiring 50 neural-network evaluations
per datum for the DM and only 10 for the SM. Furthermore, high-resolution
samples generated by the SM exhibit larger variance, implying superior
uncertainty quantification relative to the DM. Owing to the reduced
computational cost of the SM, our results suggest the feasibility of real-time
ensemble micrometeorological prediction using SM-based super-resolution.
Submitted
October 14, 2025
arXiv Category
physics.ao-ph
Key Contributions
This paper introduces a novel Schrodinger Bridge Model (SM) for super-resolution of urban temperature, which directly transforms low-resolution data to high-resolution data. The SM achieves comparable accuracy to standard diffusion models but with significantly reduced computational cost (one-fifth) and generates samples with larger variance, indicating superior probabilistic representation.
Business Value
Enables more accurate and computationally efficient high-resolution climate predictions for urban planning, disaster management, and energy optimization, leading to better resource allocation and risk mitigation.