Hi-Gaussian: Hierarchical Gaussians Under Normalized Spherical Projection for Single-View 3D Reconstruction
Binjian Xie, Pengju Zhang, Hao Wei, Yihong Wu
Abstract
Single-view 3D reconstruction is a fundamental problem in computer vision, having a significant impact on downstream tasks such as autonomous driving, virtual reality and augmented reality. However, existing single-view reconstruction methods are unable to reconstruct the regions outside the input field-of-view or the areas occluded by visible parts. In this paper, we propose Hi-Gaussian, which employs feed-forward 3D Gaussians for efficient and generalizable single-view 3D reconstruction. A Normalized Spherical Projection module is introduced following an Encoder-Decoder network in our model, assigning a larger range to the transformed spherical coordinates, which can enlarge the field of view during scene reconstruction. Besides, to reconstruct occluded regions behind the visible part, we introduce a novel Hierarchical Gaussian Sampling strategy, utilizing two layers of Gaussians to hierarchically represent 3D scenes. We first use a pre-trained monocular depth estimation model to provide depth initialization for leader Gaussians, and then leverage the leader Gaussians to estimate the distribution followed by follower Gaussians, which can flexibly move into occluded areas. Extensive experiments show that our method outperforms other methods for scene reconstruction and novel view synthesis, on both outdoor and indoor datasets.
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