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Robust Spatial Regularization and Velocity Layer Separation for Optical Flow Computation on Transparent Sequences

机译:透明序列上光流量计算的鲁棒空间正则化和速度层分离

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Motion estimation in sequences with transparencies is an important problem in robotics and medical imaging applications. In this work we propose two procedures to improve the transparent optical flow computation. We build from a variational approach for estimating multivalued velocity fields in transparent sequences. That method estimates multi-valued velocity fields which are not necessarily piecewise constant on a layer -each layer can evolve according to a non-parametric optical flow. First we introduce a robust statistical spatial interaction weight which allows to segment the multi-motion field. As result, our method is capable to recover the object's shape and the velocity field for each object with high accuracy. Second, we develop a procedure to separate the component layers of rigid objects from a transparent sequence. Such a separation is possible because of the high accuracy of the object's shape recovered from our transparent optical flow computation. Our proposal is robust to the presence of several objects in the same sequence as well as different velocities for the same object along the sequence. We show how our approach outperforms existing methods and we illustrate its capabilities on challenging sequences.
机译:具有透明度的序列中的运动估计是机器人和医学成像应用中的重要问题。在这项工作中,我们提出了两种程序来改善透明光学流量计算。我们从一个变分方法构建,用于估计透明序列中的多值速度场。该方法估计,在层 - 层层上不一定是分段常数的多值速度场可以根据非参数光流来演变。首先,我们介绍了一种强大的统计空间交互权重,允许分割多主动场。结果,我们的方法能够高精度地恢复每个物体的物体的形状和速度场。其次,我们开发一种过程将刚性对象的组成层与透明序列分离。由于从我们透明的光学流量计算中恢复的物体形状的高精度,这种分离是可能的。我们的提议对于在相同序列中存在多个物体以及沿序列的相同物体的不同速度是强大的。我们展示了我们的方法如何优于现有方法,并说明其对挑战性序列的能力。

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