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A bilinear model based solution to object pose estimation with monocular vision for grasping

机译:基于双线性模型对抓住单眼视觉的对象姿态估计解决方案

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Object grasping is an important step in robotic applications for subsequent operations, such as delivery and assembly. Automatic object pose estimation with monocular vision provides useful visual cues for grasping and makes it flexible. However, some of the pose factors, such as the pitch angle and the yaw angle, are difficult to estimate from the monocular vision. In this paper, a modified bilinear model [9] is used to separate the pitch factor and the yaw factor from the object image so as to estimate the particular pitch angle and yaw angle. The iterative singular vector decomposition (SVD) in bilinear model fitting imposes a great computation burden. Thus, a random projection algorithm [17] is used to reduce the dimension of the data while preserving the performance of the bilinear model. A weighted Euclidian distance based factor identification method, which discriminates the importance of the elements of the factor parameters, is presented to improve the robustness of the factor identification. Furthermore, with the pitch angle and the yaw angle estimated from the modified bilinear model, a three-step object pose estimation solution is proposed. Experiments are performed to verify the proposed pose estimation solution.
机译:对象Grasping是用于后续操作的机器人应用的重要步骤,例如交付和装配。使用单眼视觉的自动对象姿态估计为抓握并使其灵活提供了有用的视觉提示。然而,一些姿势因子,例如俯仰角和横摆角,难以从单眼视觉估计。在本文中,改进的双线性模型[9]用于与物体图像分离间距系数和偏航因子,以估计特定的俯仰角和偏航角。双线性模型配件中的迭代奇异矢量分解(SVD)施加了巨大的计算负担。因此,随机投影算法[17]用于减少数据的维度,同时保留双线性模型的性能。提出了一种基于加权的欧几里德距离基于因子识别方法,其歧视因子参数的元素的重要性,以提高因子识别的鲁棒性。此外,利用俯仰角和从改进的双线性模型估计的横摆角,提出了一种三步对象姿势估计解决方案。进行实验以验证所提出的姿势估计解决方案。

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