The Topological Detection of Spatially Proximate Emitters in Spaceborne-Radio-Environment Maps: An ImprovedPersistent-Homology Approach

Existing radio environment map(REM)-based emitter-detection methods suffer from high false positives and missed detections in blurred or conjoined structures, or require large annotated datasets and heavy computation. We propose an unsupervised method, persistent homology with agglomerative clustering (PH-AC), based on an improved persistent-homology algorithm. A simulated spaceborne-REM dataset is constructed via synthetic-aperture passive interferometric imaging, covering isolated, adjacent-pair, and complex-emitter distributions. Persistent homology tracks the birth, death, and merging of zero-dimensional connected components as the intensity threshold varies. To address missed detections for spatially proximate emitters, multidimensional topological features are constructed via feature-contribution analysis. Agglomerative clustering with Ward linkage then adaptively separates emitters from noise without supervision. Experimental results show that PH-AC achieves a perfect F1 score of 1.000 in isolated scenarios; for adjacent emitters, it improves F1 by 15.7% over the best image-processing method and stays within 4% of supervised deep learning methods, while requiring no annotations. In complex environments, it attains an F1 of 0.937, outperforming all compared methods. Its computational complexity is only 2.25×106 FLOPs, three orders lower than YOLO-based detectors. This work offers a lightweight, annotation-free topological paradigm for spaceborne-REM-emitter detection.

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Publication Details

Journal
Remote Sensing
Published
2026-06-29
DOI
https://doi.org/10.3390/rs18132105
Primary Topic
Topological and Geometric Data Analysis
Type
article
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article

The Topological Detection of Spatially Proximate Emitters in Spaceborne-Radio-Environment Maps: An ImprovedPersistent-Homology Approach

Shunhu Hou, Youchen Fan, Ziyi Zhang, Shengliang Fang
Remote Sensing
Topological and Geometric Data Analysis
article

The Topological Detection of Spatially Proximate Emitters in Spaceborne-Radio-Environment Maps: An ImprovedPersistent-Homology Approach

Shunhu Hou, Youchen Fan, Ziyi Zhang, Shengliang Fang
article en

Abstract

Existing radio environment map(REM)-based emitter-detection methods suffer from high false positives and missed detections in blurred or conjoined structures, or require large annotated datasets and heavy computation. We propose an unsupervised method, persistent homology with agglomerative clustering (PH-AC), based on an improved persistent-homology algorithm. A simulated spaceborne-REM dataset is constructed via synthetic-aperture passive interferometric imaging, covering isolated, adjacent-pair, and complex-emitter distributions. Persistent homology tracks the birth, death, and merging of zero-dimensional connected components as the intensity threshold varies. To address missed detections for spatially proximate emitters, multidimensional topological features are constructed via feature-contribution analysis. Agglomerative clustering with Ward linkage then adaptively separates emitters from noise without supervision. Experimental results show that PH-AC achieves a perfect F1 score of 1.000 in isolated scenarios; for adjacent emitters, it improves F1 by 15.7% over the best image-processing method and stays within 4% of supervised deep learning methods, while requiring no annotations. In complex environments, it attains an F1 of 0.937, outperforming all compared methods. Its computational complexity is only 2.25×106 FLOPs, three orders lower than YOLO-based detectors. This work offers a lightweight, annotation-free topological paradigm for spaceborne-REM-emitter detection.

Remote SensingVol. 18(13)
Space Engineering University (CN)
Openalex Percentile: Top 7%
Topological and Geometric Data Analysis
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The Topological Detection of Spatially Proximate Emitters in Spaceborne-Radio-Environment Maps: An ImprovedPersistent-Homology Approach — Shunhu Hou, Youchen Fan, et al. · Remote Sensing (2026) | TGRS Research Map | TGRS