S
Siwen Quan
Researcher at Chang'an University
Publications - 25
Citations - 235
Siwen Quan is an academic researcher from Chang'an University. The author has contributed to research in topics: Computer science & Point cloud. The author has an hindex of 6, co-authored 17 publications receiving 94 citations. Previous affiliations of Siwen Quan include Industrial Technology Research Institute & Northwestern Polytechnical University.
Papers
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Local voxelized structure for 3D binary feature representation and robust registration of point clouds from low-cost sensors
TL;DR: Experiments and extensive comparisons show the effectiveness and the over-all superiority of the proposed LoVS descriptor and LoVS-based point cloud registration algorithm for low-quality, e.g., noise and varying data resolutions.
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Compatibility-Guided Sampling Consensus for 3-D Point Cloud Registration
Siwen Quan,Jiaqi Yang +1 more
TL;DR: An efficient and robust estimator called compatibility-guided sampling consensus (CG-SAC) to achieve accurate 3-D point cloud registration and proposes a new geometric constraint named the distance between salient points (DSP) to measure the compatibility of two correspondences.
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Multi-scale decomposition based fusion of infrared and visible image via total variation and saliency analysis
TL;DR: This work proposes a new MSD based fusion method with total variation minimization that can preserve the thermal radiation and details from the source images using different representations at different layers and outperform other rules.
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A grayscale weight with window algorithm for infrared and visible image registration
TL;DR: Qualitative and quantitative experiments demonstrate that the GWW can effectively extract the common features of IR and visible image pairs, improve the performance of the surface peak, increase the ratio of primary and secondary peaks, and effectively reduce the local extremum.
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Evaluating Local Geometric Feature Representations for 3D Rigid Data Matching
TL;DR: This paper comprehensively evaluates nine state-of-the-art local geometric feature representations based on ground-truth LRFs such that the ranking of tested methods is more convincing as compared with existing studies.