SG-NTF: New tensor method improves completion with spectral gating
Maps timestamps to continuous spectral space for better periodic pattern extraction.
Researchers Fusheng Wang and Yikai Hou have introduced Spectra-Guided Neural Tucker Factorization (SG-NTF), a novel approach for completing high-dimensional and incomplete (HDI) tensors. Traditional tensor completion methods struggle with discrete representations and fail to capture continuous temporal patterns. SG-NTF overcomes this by embedding scalar timestamps into a continuous spectral space, allowing the model to abstract temporal periodicities without predefined bins. Additionally, the Spatio-Temporal Co-Gating (STCG) mechanism explicitly filters latent interactions using multiplicative modulation on spatiotemporal contexts, enabling the model to focus on the most relevant dependencies.
Experiments on real-world HDI tensors demonstrate that SG-NTF maintains competitive completion accuracy while being parameter-efficient. This is especially valuable for applications like recommender systems, traffic forecasting, and climate modeling where data is often sparse and high-dimensional. By combining neural Tucker factorization with spectral guidance and co-gating, SG-NTF sets a new baseline for tensor completion tasks. The paper is available on arXiv (2606.00584) and represents a significant step in bridging continuous representation learning with tensor algebra.
- Maps timestamps to a continuous spectral space to model temporal periodicities without discrete limits.
- Introduces Spatio-Temporal Co-Gating (STCG) mechanism for multiplicative modulation of latent interactions.
- Achieves competitive completion accuracy on real-world HDI tensors with improved parameter efficiency.
Why It Matters
Enables more accurate completion of sparse spatiotemporal data, boosting performance in recommender and forecasting systems.