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Optical Flow Estimation via Neural Singular Value Decomposition Learning

机译:通过神经奇异值分解学习进行光流估计

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摘要

In the recent contribution, it was given a unified view of four neural-network-learning-based singular-value-decomposition algorithms, along with some analytical results that characterize their behavior. In the mentioned paper, no attention was paid to the specific integration of the learning equations which appear under the form of first-order matrix-type ordinary differential equations on the orthogonal group or on the Stiefel manifold. The aim of the present paper is to consider a suitable integration method, based on mathematical geometric integration theory. The obtained algorithm is applied to optical flow computation for motion estimation in image sequences.
机译:在最近的贡献中,它给出了四种基于神经网络学习的奇异值分解算法的统一视图,以及表征其行为的一些分析结果。在提到的论文中,没有注意学习方程的特定积分,这些积分以一阶矩阵型常微分方程的形式出现在正交群或Stiefel流形上。本文的目的是基于数学几何积分理论,考虑一种合适的积分方法。所获得的算法被应用于光流计算以用于图像序列中的运动估计。

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