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Robust ground plane induced homography estimation for wide angle fisheye cameras

机译:广角鱼眼镜头的可靠地平面感应单应估计

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Knowledge of motion with respect to the ground plane is required in many computer vision applications such as obstacle avoidance, egomotion estimation, and online calibration. The homography matrix comprises motion as well as ground plane information. Estimation of the homography matrix is challenging, as measurements are often not only corrupted by sparse gross outliers, but might also contain other structures, which are inconsistent with the ground plane such as curbstones and sidewalks. Several well studied algorithms regarding the identification of sparse gross outliers already exist. However, identifying structural outliers remains a challenging problem due the outliers' inner coherence. In homography and plane estimation structural outliers often cause plane fits that do not correspond to any physical plane in the scene. We make use of the large field of view of fisheye cameras by exploiting that outlier identification can be performed more robustly in the near field where motion parallax vectors are large. More sensitive data can then be tested subsequently based on the preceding results. The main contribution of this paper is twofold. First, we present a statistical analysis of parallax amplitudes that are to be expected due to the distance of a point from the ground plane and measurement noise. This leads to a statistical test for outliers with local adaptive thresholds. Second, we embed this concept into an extended Kalman filter for efficient processing. Furthermore, we emphasize the importance of warping captured images into a common frame previous to feature detection and matching to avoid distortion effects and to equalize search regions. We demonstrate the robustness of our approach and the effects of prewarping on the estimation using real data.
机译:在许多计算机视觉应用程序中,例如避开障碍物,自我估计和在线校准,都需要相对于地平面的运动知识。单应性矩阵包括运动以及地平面信息。单应性矩阵的估计是具有挑战性的,因为测量不仅常常因稀疏的总体异常值而损坏,而且可能还包含其他与地面平面不一致的结构,例如路缘石和人行道。关于稀疏总异常值的识别,已经有几种经过深入研究的算法。然而,由于离群值的内在连贯性,识别结构离群值仍然是一个具有挑战性的问题。在单应性和平面估计中,结构异常值通常会导致平面拟合不符合场景中的任何物理平面。通过利用在运动视差矢量较大的近场中可以更可靠地执行离群值识别,我们利用了鱼眼镜头的大视场。随后可以根据之前的结果测试更敏感的数据。本文的主要贡献是双重的。首先,我们介绍了视差幅度的统计分析,这是由于一个点距地平面的距离和测量噪声而导致的。这导致对具有局部自适应阈值的离群值进行统计检验。其次,我们将此概念嵌入扩展的卡尔曼滤波器中,以进行有效处理。此外,我们强调了在特征检测和匹配之前将捕获的图像扭曲到一个公共帧中的重要性,以避免失真影响并均衡搜索区域。我们展示了我们方法的稳健性以及使用实际数据进行预变形对估计的影响。

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