GeoMVSNet: Learning Multi-View Stereo with Geometry Perception
Zhe Zhang, Rui Peng, Yuxi Hu, Ronggang Wang
Abstract
Recent cascade Multi-View Stereo (MVS) methods can efficiently estimate high-resolution depth maps through narrowing hypothesis ranges. However, previous methods ignored the vital geometric information embedded in coarse stages, leading to vulnerable cost matching and sub-optimal reconstruction results. In this paper, we propose a geometry awareness model, termed GeoMVSNet, to explicitly integrate geometric clues implied in coarse stages for delicate depth estimation. In particular, we design a twobranch geometry fusion network to extract geometric priors from coarse estimations to enhance structural feature extraction at finer stages. Besides, we embed the coarse probability volumes, which encode valuable depth distribution attributes, into the lightweight regularization network to further strengthen depth-wise geometry intuition. Meanwhile, we apply the frequency domain filtering to mitigate the negative impact of the high-frequency regions and adopt the curriculum learning strategy to progressively boost the geometry integration of the model. To intensify the full-scene geometry perception of our model, we present the depth distribution similarity loss based on the Gaussian-Mixture Model assumption. Extensive experiments on DTU and Tanks and Temples (T&T) datasets demonstrate that our GeoMVSNet achieves state-of-the-art results and ranks first on the T&T-Advanced set. Code is available at https://github.com/doubleZ0108/GeoMVSNet .
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Install the CLIlune papers fulltext 12fc6750-4656-44f9-83a9-dd0e15a8257eCited by top-tier papers29
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Builds on23
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- Rethinking Depth Estimation for Multi-View Stereo: A Unified RepresentationRui Peng, Rongjie Wang, Zhenyu Wang, Yawen Lai et al.CVPR 2022 · 159 citations
- EPP-MVSNet: Epipolar-assembling based Depth Prediction for Multi-view StereoXinjun Ma, Yue Gong, Qirui Wang, Jingwei Huang et al.ICCV 2021 · 147 citations
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- Fast-MVSNet: Sparse-to-Dense Multi-View Stereo With Learned Propagation and Gauss-Newton RefinementZehao Yu, Shenghua GaoCVPR 2020
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