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Linked Dynamic Graph CNN: Learning on Point Cloud via Linking Hierarchical Features (1904.10014v2)

Published 22 Apr 2019 in cs.CV

Abstract: Learning on point cloud is eagerly in demand because the point cloud is a common type of geometric data and can aid robots to understand environments robustly. However, the point cloud is sparse, unstructured, and unordered, which cannot be recognized accurately by a traditional convolutional neural network (CNN) nor a recurrent neural network (RNN). Fortunately, a graph convolutional neural network (Graph CNN) can process sparse and unordered data. Hence, we propose a linked dynamic graph CNN (LDGCNN) to classify and segment point cloud directly in this paper. We remove the transformation network, link hierarchical features from dynamic graphs, freeze feature extractor, and retrain the classifier to increase the performance of LDGCNN. We explain our network using theoretical analysis and visualization. Through experiments, we show that the proposed LDGCNN achieves state-of-art performance on two standard datasets: ModelNet40 and ShapeNet.

Citations (165)

Summary

  • The paper introduces Linked Dynamic Graph CNN (LDGCNN) for point cloud processing, simplifying network architecture by replacing the transformation network with MLPs and introducing hierarchical feature linking.
  • LDGCNN achieves state-of-the-art performance on benchmarks like ModelNet40 with 92.9% classification accuracy, demonstrating improved efficiency and reduced model size compared to prior methods.
  • The efficiency and robustness of LDGCNN make it promising for real-time applications in robotics and autonomous systems, suggesting broader potential for simplifying sparse data networks.

Linked Dynamic Graph CNN: Learning on Point Cloud via Linking Hierarchical Features

This paper introduces a novel approach to classification and segmentation of point clouds using a linked dynamic graph CNN (LDGCNN), enhancing the efficiency and performance of extracting hierarchical features from 3D data. Point clouds, as a prevalent representation of 3D geometric data, pose distinct challenges due to their unstructured nature, requiring specialized neural networks for accurate processing. This paper targets overcoming these challenges by introducing improvements over existing neural network architectures, particularly emphasizing its advancements relative to dynamic graph CNNs.

Core Innovations and Technical Advancements

The primary innovation introduced by the authors is the removal of the transformation network typically employed in prior architectures like DGCNN. Instead, LDGCNN relies on multi-layer perceptrons (MLPs) with shared parameters that approximate transformation invariance, simplifying the network architecture while retaining robust feature extraction capabilities. This alteration notably reduces the model size, enhancing computational efficiency without compromising accuracy.

Further boosting performance, the research presents hierarchical feature linking as a strategy to overcome the vanishing gradient problem within deep neural networks. The method involves aggregating features from various dynamic graph layers to compute more informative edge vectors. This increases both classification accuracy and segmentation fidelity, as evidenced by the state-of-the-art performance on dataset benchmarks such as ModelNet40 and ShapeNet, with the classification accuracy on ModelNet40 improving to 92.9%, representing an enhancement over existing models like DGCNN.

Lastly, the approach to training LDGCNN involves an innovative process of freezing the feature extractor after initial training and then refining the classifier. This step simplifies optimizing network parameters, potentially leading to superior convergence properties than those achieved by end-to-end training.

Implications and Future Directions

The implications of LDGCNN are substantial in both theoretical and practical contexts. For theory, the demonstration that rotation invariance can be achieved through MLPs, and hierarchical feature linking opens new avenues for simplifying complex networks, possibly generalizing these techniques across other forms of sparse data. Practically, the improvements in model size and execution time offer a path toward real-time applications in robotic perception and navigation, where computational resources and speed are critical.

In future applications, exploration into extending the semantic segmentation capabilities across broader datasets or real-world dynamic environments remains promising. There is also untapped potential in incorporating LDGCNN into integrated sensory systems, such as those combining point clouds with complementary data streams from other sensors, further enhancing environmental context understanding in computational tasks. Additionally, as robotics and autonomous systems continue to evolve, LDGCNN offers a robust methodology for ensuring reliable, high-speed navigation and interaction in complex environments.

In conclusion, LDGCNN marks a significant step forward in learning on point cloud data, addressing both the methodological and practical demands of real-world applications in this domain.