A Hierarchical Neural Network for Point Cloud Segmentation and Geometric Primitive Fitting

Automated generation of geometric models from point cloud data holds significant importance in the field of computer vision and has expansive applications, such as shape modeling and object recognition. However, prevalent methods exhibit accuracy issues. In this study, we introduce a novel hierarchical neural network that utilizes recursive PointConv operations on nested subdivisions of point sets. This network effectively extracts features, segments point clouds, and accurately identifies and computes parameters of regular geometric primitives with notable resilience to noise. On fine-grained primitive detection, our approach outperforms Supervised Primitive Fitting Network (SPFN) by 18.5% and Cascaded Primitive Fitting Network (CPFN) by 11.2%. Additionally, our approach consistently maintains low absolute errors in parameter prediction across varying noise levels in the point cloud data. Our experiments validate the robustness of our proposed method and establish its superiority relative to other methodologies in the extant literature.

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Publication Details

Journal
Entropy
Published
2024-08-23
DOI
https://doi.org/10.3390/e26090717
Citations
2
Primary Topic
3D Shape Modeling and Analysis
Type
article
Field-Weighted Citation Impact
0.75

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article

A Hierarchical Neural Network for Point Cloud Segmentation and Geometric Primitive Fitting

Feiyu Zhao, Honghui Wan
2 citations
Entropy
3D Shape Modeling and Analysis
0.75
article

A Hierarchical Neural Network for Point Cloud Segmentation and Geometric Primitive Fitting

Feiyu Zhao, Honghui Wan
article en
2 citations

Abstract

Automated generation of geometric models from point cloud data holds significant importance in the field of computer vision and has expansive applications, such as shape modeling and object recognition. However, prevalent methods exhibit accuracy issues. In this study, we introduce a novel hierarchical neural network that utilizes recursive PointConv operations on nested subdivisions of point sets. This network effectively extracts features, segments point clouds, and accurately identifies and computes parameters of regular geometric primitives with notable resilience to noise. On fine-grained primitive detection, our approach outperforms Supervised Primitive Fitting Network (SPFN) by 18.5% and Cascaded Primitive Fitting Network (CPFN) by 11.2%. Additionally, our approach consistently maintains low absolute errors in parameter prediction across varying noise levels in the point cloud data. Our experiments validate the robustness of our proposed method and establish its superiority relative to other methodologies in the extant literature.

EntropyVol. 26(9)
Minzu University of China (CN), State Ethnic Affairs Commission (CN)
National Natural Science Foundation of China
Openalex Percentile: Top 34%
3D Shape Modeling and Analysis
0.75
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