无结构运动:实时多姿态优化精确视觉里程计

Henning Lategahn, Andreas Geiger, B. Kitt, C. Stiller
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引用次数: 16

摘要

目前的视觉里程计系统采用类似束调整(BA)的方法来共同优化运动和场景结构。融合来自多个时间步骤的测量结果并以批处理方式优化误差标准似乎可以提供最准确的结果。然而,尽管场景结构对问题的复杂性有很大贡献,但它通常是无关紧要的,只是一个辅助量。在这里,我们建议使用最近开发的增量运动估计器,它在滑动窗口内诱导姿态图的每两帧之间提供相对姿态位移。此外,我们还引入了一种方法来学习与每个位姿位移相关的不确定性。在结合运动模型的同时,通过非线性最小二乘优化调整姿态图。因此,我们在与BA相同的意义上融合了来自多个时间步长的测量。然而,我们避免了估计场景结构的需要,从而产生了一个非常有效的估计器:通过高斯-牛顿方法解决非线性最小二乘问题大约需要1ms。我们展示了我们的方法在模拟和真实世界数据上的有效性,并展示了相对于增量方法的实质性改进。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Motion-without-structure: Real-time multipose optimization for accurate visual odometry
State of the art visual odometry systems use bundle adjustment (BA) like methods to jointly optimize motion and scene structure. Fusing measurements from multiple time steps and optimizing an error criterion in a batch fashion seems to deliver the most accurate results. However, often the scene structure is of no interest and is a mere auxiliary quantity although it contributes heavily to the complexity of the problem. Herein we propose to use a recently developed incremental motion estimator which delivers relative pose displacements between each two frames within a sliding window inducing a pose graph. Moreover, we introduce a method to learn the uncertainty associated with each of the pose displacements. The pose graph is adjusted by non-linear least squares optimization while incorporating a motion model. Thereby we fuse measurements from multiple time steps much in the same sense as BA does. However, we obviate the need to estimate the scene structure yielding a very efficient estimator: Solving the nonlinear least squares problem by a Gauss-Newton method takes approximately 1ms. We show the effectiveness of our method on simulated and real world data and demonstrate substantial improvements over incremental methods.
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