4.7 Article

Ellipse R-CNN: Learning to Infer Elliptical Object From Clustering and Occlusion

期刊

IEEE TRANSACTIONS ON IMAGE PROCESSING
卷 30, 期 -, 页码 2193-2206

出版社

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/TIP.2021.3050673

关键词

Three-dimensional displays; Location awareness; Feature extraction; Proposals; Estimation; Ellipsoids; Detectors; Ellipse regression; occlusion handling; 3D object localization; object detection; convolutional neural networks

资金

  1. USDA-NIFA [MIN-98-G02]
  2. MnDrive Initiative
  3. NSF [1722310, 1849107]
  4. Directorate For Engineering
  5. Div Of Industrial Innovation & Partnersh [1722310] Funding Source: National Science Foundation

向作者/读者索取更多资源

This paper introduces a CNN-based ellipse detector, Ellipse R-CNN, to represent and infer occluded objects as ellipses, providing an effective solution for detecting occluded objects in complex scenes.
Images of heavily occluded objects in cluttered scenes, such as fruit clusters in trees, are hard to segment. To further retrieve the 3D size and 6D pose of each individual object in such cases, bounding boxes are not reliable from multiple views since only a little portion of the object's geometry is captured. We introduce the first CNN-based ellipse detector, called Ellipse R-CNN, to represent and infer occluded objects as ellipses. We first propose a robust and compact ellipse regression based on the Mask R-CNN architecture for elliptical object detection. Our method can infer the parameters of multiple elliptical objects even they are occluded by other neighboring objects. For better occlusion handling, we exploit refined feature regions for the regression stage, and integrate the U-Net structure for learning different occlusion patterns to compute the final detection score. The correctness of ellipse regression is validated through experiments performed on synthetic data of clustered ellipses. We further quantitatively and qualitatively demonstrate that our approach outperforms the state-of-the-art model (i.e., Mask R-CNN followed by ellipse fitting) and its three variants on both synthetic and real datasets of occluded and clustered elliptical objects.

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