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2021 IEEE International Conference on Robotics and Automation (ICRA) 2021
DOI: 10.1109/icra48506.2021.9561413
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A Normal Distribution Transform-Based Radar Odometry Designed For Scanning and Automotive Radars

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Cited by 37 publications
(20 citation statements)
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“…Similarly, Hong et al [15] extract peaks exceeding one standard deviation above the mean intensity per azimuth. Kung et al [33] and Mielle et al [47] keep all points exceeding a noise threshold. However, a fixed noise floor with no additional restrictions requires prior knowledge of noise level and does not mitigate multipath reflections.…”
Section: A Filtering and Feature Extraction Of Spinning Radar Datamentioning
confidence: 99%
“…Similarly, Hong et al [15] extract peaks exceeding one standard deviation above the mean intensity per azimuth. Kung et al [33] and Mielle et al [47] keep all points exceeding a noise threshold. However, a fixed noise floor with no additional restrictions requires prior knowledge of noise level and does not mitigate multipath reflections.…”
Section: A Filtering and Feature Extraction Of Spinning Radar Datamentioning
confidence: 99%
“…Hence, in our investigation of radar we include both feature extraction and quality assessment. Radar-based methods that use alignment quality measures can be categorized into dense methods [16], [34], [35], which operate on raw radar images and do not explicitly perform data association, and sparse methods [1], [36]- [43], which compute alignment quality using keypoint locations, shape and descriptors over a correspondence set. Previous sparse methods use (weighted) Point-to-Point [39], [41], [42], Pointto-distribution [43] and Point-to-Line [1] metrics.…”
Section: Feature Extraction and Quality Assessment For Spinning Radarmentioning
confidence: 99%
“…Radar-based methods that use alignment quality measures can be categorized into dense methods [16], [34], [35], which operate on raw radar images and do not explicitly perform data association, and sparse methods [1], [36]- [43], which compute alignment quality using keypoint locations, shape and descriptors over a correspondence set. Previous sparse methods use (weighted) Point-to-Point [39], [41], [42], Pointto-distribution [43] and Point-to-Line [1] metrics. Key points can be extracted via SURF, blob detection [36], gradientbased feature detectors [41], [42], by a set of oriented surface points [1] or distributions [43] using a grid-based approach, or by semi-supervised [39] and unsupervised [39], [40] deep learning methods.…”
Section: Feature Extraction and Quality Assessment For Spinning Radarmentioning
confidence: 99%
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“…Other work that has made use of radar as a navigation sensor includes that by Park et al [10] which applies the Fourier-Mellin Transform to log-polar images computed from downsampled Cartesian images, and Kung et al [11] which uses a normal distribution transform typically applied to 2D and 3D LiDAR. Adolfsson et al [12] employ filtering to retain the strongest azimuthal returns and compute a sparse set of oriented surface points, while Hong et al [2] use vision-based features and graph-matching in a radar context.…”
Section: Related Workmentioning
confidence: 99%