The automatic reconstruction of indoor interiors from scanned 3D point clouds has emerged as a substantial challenge. Most indoor reconstruction methods typically focus on planar structures rather than curved surfaces. Certain primitive representation-based approaches reconstruct curved surfaces by fitting and replacing regularity primitives, but they suffer from generating compact, watertight models solely through primitive replacement when occlusion and varying densities are present. This paper addresses indoor curved surface reconstruction by employing a hypothesis and selection strategy under global energy optimization (GEO). Hypothesized cells are generated through a combination of points and supervoxels with adaptive resolutions, thereby enhancing their geometric precision and integrity. Additionally, the optimal cell is selected through iterative refinement and clustering processing steps under GEO, ensuring that the reconstructed model accurately adheres to the target interior structure while maintaining compactness. A series of experiments demonstrate the effectiveness and feasibility of the proposed method.
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