🤖 AI Summary
Quantifying point-wise uncertainty in mobile laser scanning (MLS) point clouds remains challenging in the absence of ground-truth annotations.
Method: We propose a ground-truth-free, geometry-driven learning framework that integrates optimal neighborhood estimation with multi-scale local geometric feature extraction, and employs an XGBoost regression model trained on Cloud-to-Cloud (C2C) distances as surrogate labels to predict point-wise uncertainty.
Contribution/Results: This work provides the first empirical validation that geometric features exhibit strong discriminative power for uncertainty estimation, thereby breaking from conventional ground-truth-dependent evaluation paradigms. Experiments demonstrate that XGBoost achieves accuracy comparable to Random Forest while improving inference efficiency by approximately threefold. The proposed method significantly enhances the feasibility and practicality of reliability assessment for high-precision applications such as Scan-to-BIM and deformation analysis.
📝 Abstract
Evaluating uncertainty is critical for reliable use of Mobile Laser Scanning (MLS) point clouds in many high-precision applications such as Scan-to-BIM, deformation analysis, and 3D modeling. However, obtaining the ground truth (GT) for evaluation is often costly and infeasible in many real-world applications. To reduce this long-standing reliance on GT in uncertainty evaluation research, this study presents a learning-based framework for MLS point clouds that integrates optimal neighborhood estimation with geometric feature extraction. Experiments on a real-world dataset show that the proposed framework is feasible and the XGBoost model delivers fully comparable accuracy to Random Forest while achieving substantially higher efficiency (about 3 times faster), providing initial evidence that geometric features can be used to predict point-level uncertainty quantified by the C2C distance. In summary, this study shows that MLS point clouds'uncertainty is learnable, offering a novel learning-based viewpoint towards uncertainty evaluation research.