activity
20182021
most citedRobust Differentiable SVD

64 citations · 91 across the 6 of their papers we have counts for

collaborators

7 papers

cs.CV202164 cited

Robust Differentiable SVD

Wei Wang, Zheng Dang, Yinlin Hu +2

Eigendecomposition of symmetric matrices is at the heart of many computer vision algorithms. However, the derivatives of the eigenvectors tend to be numerically unstable, whether u…

cs.CV2020

3D Registration for Self-Occluded Objects in Context

Zheng Dang, Fei Wang, Mathieu Salzmann

While much progress has been made on the task of 3D point cloud registration, there still exists no learning-based method able to estimate the 6D pose of an object observed by a 2.…

cs.CV20201 cited

A Method to Generate High Precision Mesh Model and RGB-D Datasetfor 6D Pose Estimation Task

Minglei Lu, Yu Guo, Fei Wang +1

Recently, 3D version has been improved greatly due to the development of deep neural networks. A high quality dataset is important to the deep learning method. Existing datasets fo…

cs.CV202010 cited

Learning 3D-3D Correspondences for One-shot Partial-to-partial Registration

Zheng Dang, Fei Wang, Mathieu Salzmann

While 3D-3D registration is traditionally tacked by optimization-based methods, recent work has shown that learning-based techniques could achieve faster and more robust results. I…

cs.CV2020

Eigendecomposition-Free Training of Deep Networks for Linear Least-Square Problems

Zheng Dang, Kwang Moo Yi, Yinlin Hu +3

Many classical Computer Vision problems, such as essential matrix computation and pose estimation from 3D to 2D correspondences, can be tackled by solving a linear least-square pro…

cs.LG201916 cited

Backpropagation-Friendly Eigendecomposition

Wei Wang, Zheng Dang, Yinlin Hu +2

Eigendecomposition (ED) is widely used in deep networks. However, the backpropagation of its results tends to be numerically unstable, whether using ED directly or approximating it…