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Deep Semi-Supervised Learning via Tensor Label Propagation for High-Dimension-Low-Sample-Size Data
IEEE Transactions on Neural Networks and Learning Systems
|August 10, 2026
Summary
This study introduces a novel deep semi-supervised learning (SSL) framework using tensor-based similarity to improve label propagation for high-dimension-low-sample-size data. The method enhances prediction performance with limited labeled data.
Area of Science:
- Machine Learning
- Artificial Intelligence
- Data Science
Background:
- Semi-supervised learning (SSL) leverages limited labeled data with abundant unlabeled data for improved model performance.
- Label propagation is a common SSL technique using graph structures to spread label information.
- Existing methods struggle with high-dimension-low-sample-size (HDLSS) data due to reliance on pairwise similarities.
Purpose of the Study:
- To develop a novel deep SSL framework to address limitations of current label propagation methods on HDLSS data.
- To enhance label propagation by incorporating tensor-based similarity for modeling high-order relationships.
- To improve prediction performance using limited labeled data in HDLSS settings.
Main Methods:
- A deep SSL framework is proposed, integrating tensor-based similarity with label propagation.
- Feature extraction network pretraining is performed on labeled data.
- Iterative tensor label propagation and feature network fine-tuning are employed, utilizing high-order similarities to estimate pseudo-labels.
Main Results:
- The proposed method effectively models high-order relationships among samples in HDLSS data.
- Pseudo-labels are estimated more accurately, leading to robust feature representations.
- Significant enhancement in prediction performance was observed compared to existing baselines on multiple HDLSS datasets.
Conclusions:
- The novel deep SSL framework with tensor label propagation overcomes limitations of traditional methods on HDLSS data.
- High-order similarity modeling is crucial for effective label propagation in complex data settings.
- The approach demonstrates superior performance in leveraging limited labeled data for improved predictions.