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The utilization of 3D point clouds acquired via Light Detection and Ranging (LiDAR) is widespread in the fields of autonomous driving, satellite remote sensing , and spatial mapping . However, due to hardware limitations of the laser launch system and environmental interferences, the quality of point cloud data obtained through various types of LiDAR is often poor in real-world scenarios, containing extraneous noise and irrelevant data points. This poses a challenge for subsequent point cloud downstream tasks that (e.g., point cloud detection, recognition and tracking) require high-quality data. We propose a robust multi-task learning network for pre-processing LiDAR data. Our approach utilizes a shared PointNet encoder and three branching networks that perform denoising, single-object segmentation, and completion. The denoising branch network incorporates the traditional model based on geometric projection, leveraging the dual-driven approach of data and model for better capturing the characteristics of the point cloud. Regarding the segmentation branch network, we integrate an attention mechanism module suitable for single-object segmentation, enabling the network to better extract the point cloud features of complex objects. For the completion branch network, we employ a folded network structure to achieve a coarse-to-fine completion effect of the point cloud. We discuss the training methods, that is, end-to-end and step-by-step methods, which can enhance flexibility during the training and usage phase. Our proposed network outperforms prior state-of-the-art approaches in all three tasks on both ShapeNet and simulated point cloud data of the sea face scene while demonstrating superior robustness. • Propose a multi-task learning network for point cloud robust pre-processing. • Design the three branch network structures based on the preprocessing functions. • Devise two flexible network training methods. • Analysis model performance conducted on synthetic and simulated datasets. • Experimental results confirmed the superiority of our model.
Zhao et al. (Sat,) studied this question.