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Parametric Point Cloud Completion for Polygonal Surface Reconstruction

CVPR 2025 · Point clouds › Shape and surface completion · approach: Point cloud completion networks · 3 citations (OpenAlex)

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Introduces parametric point cloud completion, where a transformer (PaCo) recovers plane primitives with inlier points from incomplete point clouds to enable polygonal surface reconstruction.

Problem

Polygonal surface reconstruction from incomplete point clouds fails because standard point cloud completion methods recover individual points rather than the parametric planar structures needed for polygonal surfaces.

Approach

Replace point-wise completion with parametric completion: hierarchically encode points into plane proxies (plane parameters plus inlier points), generate proxy proposals with a transformer, and train with bipartite matching over classification, normal, chamfer and repulsion losses so the model predicts variable-size planar primitives.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use parametric completion with plane proxies instead of conventional point completionPolygonal surface reconstruction on ABC · ABC test, PolyFitCD: 2.73 -> 1.87Helped
Use parametric completion with plane proxies instead of conventional point completionPolygonal surface reconstruction on ABC · ABC test, COMPODCD: 3.22 -> 1.94Helped
Use parametric completion with plane proxies instead of conventional point completionPolygonal surface reconstruction on ABC · ABC test, KSRCD: 2.90 -> 1.91Helped
Use PaCo completion before polygonal reconstruction rather than direct reconstruction from incomplete inputPolygonal surface reconstruction on ABC · ABC test, direct reconstructionCD: 4.35 -> 1.87Helped
Use PaCo rather than ODGNet on hard inputsPoint cloud completion and reconstruction · ABC test, incompleteness hard (-75%)CD: 4.72 -> 2.43Helped
Replace polar coordinates with Cartesian coordinates (ablation)PaCo · ABC test, architecture ablationCD: 2.11 -> 3.34Hurt
Remove plane proxies (ablation)PaCo · ABC test, architecture ablationCD: 2.11 -> 2.45Hurt
Replace sum pooling with mean pooling (ablation)PaCo · ABC test, architecture ablationCD: 2.11 -> 2.31Hurt
Add repulsion loss (Lrep) (ablation)PaCo · ABC test, loss ablationCD: 2.48 -> 2.11Helped
Add overall chamfer loss (Lco) (ablation)PaCo · ABC test, loss ablationCD: 2.45 -> 2.11Helped
Add plane normal loss (Lnorm) (ablation)PaCo · ABC test, loss ablationCD: 2.22 -> 2.11Helped

Surprising findings

Limitations

Experimental setup

Datasets: ABC

Benchmarks: ABC

Metrics: chamfer distance Hausdorff distance normal consistency failure rate

Baselines: PCN FoldingNet GRNet PoinTr AdaPoinTr ODGNet PolyFit KSR COMPOD BSP-Net SECAD-Net QEM

Builds on: PoinTr AdaPoinTr GoCoPP PolyFit Hungarian matching

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