Acta Optica Sinica, Volume. 39, Issue 12, 1211001(2019)
Normal Propagation of Point Clouds Constrained by Hierarchical Riemannian Graphs with Tree Structures
Fig. 1. Multi-layer Riemannian graph. (a) Point cloud; (b) the first layer of Riemannian graph; (c) the second layer of Riemannian graph; (d) the third layer of Riemannian graph
Fig. 2. Normal propagation of sample points. (a) Ununified sample normal; (b) normal propagation result of the first layer; (c) normal propagation result of the second layer; (d) normal propagation result of the third layer; (e) sample normal after propagation
Fig. 4. Point-cloud models for testing. (a) Hood; (b) fandisk; (c) Venus; (d) Anya; (e) Maitreya; (f) dragon
Fig. 5. Comparison of normal unification results based on single-layer and multi-layer Riemannian graph methods. (a) Single-layer Riemannian graph method; (b) multi-layer Riemannian graph method
Fig. 6. Comparison of normal unification results of fandisk model with different methods. (a) Method in Ref.[14]; (b) method in Ref. [12]; (c) proposed method
Fig. 7. Comparison of normal unification results of dragon model with different methods. (a) Method in Ref. [14]; (b) method in Ref. [12]; (c) proposed method
Fig. 8. Comparison of Poisson surface reconstruction of Maitreya model. (a) Method in Ref. [14]; (b) method in Ref. [12]; (c) proposed method
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Zengkai Liang, Dianzhu Sun, Yanrui Li, Jianghua Shen, Shuo Zhang. Normal Propagation of Point Clouds Constrained by Hierarchical Riemannian Graphs with Tree Structures[J]. Acta Optica Sinica, 2019, 39(12): 1211001
Category: Imaging Systems
Received: May. 13, 2019
Accepted: Aug. 8, 2019
Published Online: Dec. 6, 2019
The Author Email: Sun Dianzhu (dianzhus@sdut.edu.com)