Low-Cost HOSVD Reconstructs Urban Flow and Air Quality from Sparse Sensors
Key takeaways
- lcHOSVD offers a novel tensor-based method for reconstructing high-dimensional environmental fields.
- It preserves data's natural structure, improving accuracy over matrix-based methods.
- The method significantly reduces computational requirements for sparse sensor data.
- lcHOSVD is robust to uneven sensor distributions, crucial for real-world applications.
Who benefits
Summary
This paper introduces low-cost High-Order Singular Value Decomposition (lcHOSVD), a novel tensor-based framework for reconstructing high-dimensional environmental fields from sparse sensor measurements. Unlike matrix-based methods, lcHOSVD preserves data's natural tensor structure, improving reconstruction accuracy for urban flow and air-quality data while reducing computational costs.
Why it matters
Professionals in urban planning, environmental monitoring, and smart city development can use this method to create more accurate and cost-effective digital twins and forecasting systems, even with limited sensor infrastructure.
How to implement this in your domain
- 1Evaluate lcHOSVD for reconstructing environmental data in smart city initiatives, particularly for air quality and traffic flow monitoring.
- 2Integrate tensor-based decomposition methods into existing data assimilation or digital twin platforms to improve field reconstruction from sparse sensor networks.
- 3Design sensor deployment strategies that leverage the robustness of tensor formulations to uneven distributions, optimizing sensor placement for maximum data utility.
- 4Compare the computational efficiency and accuracy of lcHOSVD against traditional matrix-based methods for specific high-dimensional environmental datasets.
Original post by Arindam Sengupta, Paul Jeanney, Ricardo Vinuesa, Jose Miguel Perez, Soledad Le Clainche
"arXiv:2606.24989v1 Announce Type: new Abstract: Urban flow and air-quality simulations generate high-dimensional datasets describing velocity and pollutant transport across multiple spatial, temporal, and physical-variable dimensions. Reconstructing these fields from sparse senso…"
View on XOriginally posted by Arindam Sengupta, Paul Jeanney, Ricardo Vinuesa, Jose Miguel Perez, Soledad Le Clainche on X · view source
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