2020
DOI: 10.48550/arxiv.2008.10833
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Adaptive Context-Aware Multi-Modal Network for Depth Completion

Shanshan Zhao,
Mingming Gong,
Huan Fu
et al.

Abstract: Depth completion aims to recover a dense depth map from the sparse depth data and the corresponding single RGB image. The observed pixels provide the significant guidance for the recovery of the unobserved pixels' depth. However, due to the sparsity of the depth data, the standard convolution operation, exploited by most of existing methods, is not effective to model the observed contexts with depth values. To address this issue, we propose to adopt the graph propagation to capture the observed spatial context… Show more

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Cited by 7 publications
(9 citation statements)
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“…GNNs have been applied in various vision tasks, such as image classification [12,47], object detection [19,17] and visual question answering [44,34]. Unlike previous depth completion methods using GNNs for multi-modality fusion [51], learning dynamic kernel [49], we leverage GNNs as its message passing principle is in accord with spatial propagation. In addition, we develop a geometry-aware and dynamically constructed GCN with edge attention to aggregate and update information from neighboring nodes.…”
Section: Spatial Propagation Networkmentioning
confidence: 99%
“…GNNs have been applied in various vision tasks, such as image classification [12,47], object detection [19,17] and visual question answering [44,34]. Unlike previous depth completion methods using GNNs for multi-modality fusion [51], learning dynamic kernel [49], we leverage GNNs as its message passing principle is in accord with spatial propagation. In addition, we develop a geometry-aware and dynamically constructed GCN with edge attention to aggregate and update information from neighboring nodes.…”
Section: Spatial Propagation Networkmentioning
confidence: 99%
“…So far various strategies have been developed to encode geometric cues. For instance, Uber-ATG [20] applies continuous convolution on 3D points, ACMNet [21] exploits the graph propagation, DeepLi-DAR [5] and PwP [17] use surface normal to introduce geometric constraints. These methods are either complicated in computation or need extra data for learning.…”
Section: B Geometric Encodingmentioning
confidence: 99%
“…These solutions train their normal prediction with synthetic data [10] or based on principal component analysis [11]. Others use confidence to fuse image and depth features, giving more weight to the modality with less uncertainty [12], [13], [14].…”
Section: A State Of the Art -Depth Completionmentioning
confidence: 99%