计算机科学
探测器
参数统计
人工智能
边界(拓扑)
目标检测
模式识别(心理学)
对象(语法)
计算机视觉
关系(数据库)
数据挖掘
数学
统计
电信
数学分析
作者
Tong Zhang,Yin Zhuang,He Chen,Guanqun Wang,Lihui Ge,Liang Chen,Hao Dong,Lianlin Li
标识
DOI:10.1109/tgrs.2023.3327123
摘要
Arbitrary-oriented object detection (AOOD) from optical remote sensing imagery has to correctly generate delicate oriented boundary boxes (OBBs) and meanwhile identify their specific categories. However, how to make detectors learn delicate parameters of OBBs, especially for the crucial orientation information, and identify object category from complex background becomes a challenge task. Therefore, in this article, for exploring a better way to guide the detector to learn specific category and parametric information of OBBs, a novel one-stage anchor-free detector called Posterior Instance Injection Detector (PIIDet) is proposed for AOOD. First, as the anchor-free manner lacks prior information, an object-aware posterior guidance (OAPG) structure is proposed to generate specific-category instances used for conditioning on OBB prediction. This structure can assist the proposed PIIDet in better learning the relative parametric information of OBBs corresponding to their specific categories. Besides, to guarantee a high quality injection of specific-category instances, a new hierarchical feature fusion module is developed to establish a suitable multi-scale feature mapping space. Second, considering the negative optimization of angle regression, which is caused by the boundary discontinuity of angular periods and sudden shifts of the relation between width and height in training phase, a novel binary classification embedded angle regression space (BCE-RegSpace) is devised for providing continuous angle regression space and stable relation between width and height. Finally, extensive experiments are executed on three AOOD benchmarks (e.g., DOTA, DIOR-R and HRSC2016), and results proved that the proposed concise one-stage anchor-free PIIDet can reach the state-of-the-art (SOTA) performance and meanwhile have an impressive inference speed.
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