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Tangent Flow Estimation Based on 3-D Gradient Constraint

机译:基于3-D梯度约束的切线流量估计

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摘要

Due to the limitation of the gradient constraint, only the normal flow, which is one of the optical flow components that is in the direction of the image gradient, can be computed directly. Consequently, an additional smoothness assumption has to be imposed in order to compute the optical flow. However, such assumption could yield a mismatch, especially on the boundaries of moving objects, besides the computational complexity issue. To address these concerns, in this paper, a three-dimensional (3-D) gradient constraint is developed and imposed for computing the optical flow without exploiting any smoothness assumption on the motion field. Based on this 3-D gradient constraint, the tangent flow, which is another optical flow component that is perpendicular to the normal flow, could be obtained through our derived closed-form solution at each pixel position. This also means that the standard aperture problem could be efficiently solved. The experimental results show that the proposed approach yields a fairly precise optical flow field with a very low computational load.
机译:由于梯度约束的限制,只能直接计算梯度约束的正常流量,该正常流是沿图像梯度方向的光流量分量之一。因此,必须施加额外的平滑度假设以计算光学流量。然而,除了计算复杂性问题之外,这种假设可以产生不匹配,特别是在移动物体的边界上。为了解决这些问题,在本文中,开发了三维(3-D)梯度约束,并施加用于计算光流,而不会利用运动场上的任何平滑度假设。基于该三维梯度约束,可以通过在每个像素位置处的推导闭合溶液来获得垂直于正常流程的另一光流量分量的切线流。这也意味着标准孔径问题可以有效地解决。实验结果表明,该方法产生了相当精确的光学流场,具有非常低的计算负荷。

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