2019 International Conference on 3D Vision (3DV) 2019
DOI: 10.1109/3dv.2019.00013
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DispVoxNets: Non-Rigid Point Set Alignment with Supervised Learning Proxies

Abstract: We introduce a supervised-learning framework for nonrigid point set alignment of a new kind -Displacements on Voxels Networks (DispVoxNets) -which abstracts away from the point set representation and regresses 3D displacement fields on regularly sampled proxy 3D voxel grids. Thanks to recently released collections of deformable objects with known intra-state correspondences, DispVoxNets learn a deformation model and further priors (e.g., weak point topology preservation) for different object categories such as… Show more

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Cited by 23 publications
(24 citation statements)
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References 62 publications
(122 reference statements)
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“…Hence, the ideal architecture is a network which estimates the hand shape without losing local spatial information while preserving the topology of the hand shape. To achieve this, we register the estimated shape by V2S-Net to the probabilistic shape representation estimated by FCN (V2V-ShapeNet) using DispVoxNets pipeline [25].…”
Section: D Hand Shape Estimationmentioning
confidence: 99%
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“…Hence, the ideal architecture is a network which estimates the hand shape without losing local spatial information while preserving the topology of the hand shape. To achieve this, we register the estimated shape by V2S-Net to the probabilistic shape representation estimated by FCN (V2V-ShapeNet) using DispVoxNets pipeline [25].…”
Section: D Hand Shape Estimationmentioning
confidence: 99%
“…where Q and d are the voxel grid size and the ground truth displacement, respectively. Since it is difficult to obtain d between the voxelized shape VS and hand surface VT , the displacements are first computed between V T and VT , and are discretized to obtain d. For more details of ground truth voxelized grid computation, please refer to [25].…”
Section: D Hand Shape Estimationmentioning
confidence: 99%
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“…In Lu et al (2019), and Li and Zhang (2019), supervised learning algorithms are defined for rigid registration, but with losses defined on dense correspondences between points, and on a soft-assigment matrix, respectively. Finally, Shimada et al (2019) designed a U-Net like architecture on voxel grids for non-rigid point set registration, however, their method is limited by the resolution of the grid and does not build latent representations of the scans, nor does it provide a morphable model. Abrevaya et al (2018) train a hybrid encoder-decoder architecture on rendered height maps from 3D face scans using an image CNN encoder and a multilinear decoder.…”
Section: Registrationmentioning
confidence: 99%
“…Multiple methods relax the rigidity constraints and recover general displacement fields between a template and a reference while imposing spatial smoothness on the displacement fields [8,20,21,3,25,23]. It is often assumed that the topology of template point sets cannot change, while non-isometric deformations including shrinkage and dilatations are allowed.…”
Section: Related Workmentioning
confidence: 99%