Abstract
Recently, the interpolation of correspondences method has been widely used in optical flow estimation, because it produces an accurate flow field and costs little runtimes. However, most of the existing matching-based optical flow methods are usually susceptible to non-rigid motion and large displacements. We propose in this article a large displacement optical flow estimation method based on robust interpolation of sparse correspondences, named Riscflow. First, we utilize the deep matching model to achieve an initial matching result of two consecutive frames, and then we exploit a grid-based motion statistics optimization scheme to remove the outliers from the initial matching field. Second, we propose a random forest-based motion boundary extraction model and construct a sparse-to-dense interpolation method by using the boundary information to prevent the dense matching field from edge-blurring. Third, we design a global optical flow estimation method by using an energy function to optimize the dense matching field. Finally, we respectively run the proposed method on the MPI-Sintel and UCF101 databases to conduct a comprehensive comparison with some state-of-the-art optical flow approaches including the variational methods, the matching-based methods, and the deep learning-based methods. The comparison results demonstrate that the proposed method has high accuracy and good robustness of optical flow estimation, and especially gains the benefit of edge-preserving under non-rigid motion and large displacements.
Highlights
Estimating optical flow from consecutive frames is a research core of image processing and computer vision, because optical flow includes the image motion and structural information of the observed objects and scenes
Evaluation Datasets and Error Metrics For a comprehensive evaluation, we respectively run our method on MPI-Sintel [65] and UCF101 [66] datasets to test the performance of optical flow estimation
We use the metrics of average angle error (AAE) and average endpoint error (AEPE) to indicate the performance of optical flow on training sets, and use the metrics of AEPE all, AEPE matched and AEPE unmatched from the MPI-Sintel online benchmark to evaluate the performance of optical flow estimation on test datasets
Summary
Estimating optical flow from consecutive frames is a research core of image processing and computer vision, because optical flow includes the image motion and structural information of the observed objects and scenes. After the pioneering work of Horn and Schunck [8], a large number of studies have been presented to improve the accuracy and robustness of optical flow computation. These existing methods can be roughly divided into three categories:. The variational method was the most popular approach in optical flow estimation, because it produces an accurate and dense flow field. The existing variational optical flow methods are incapable of dealing with non-rigid motion and large displacements. With the significant success of convolutional neural networks in many vision-related tasks, the deep learning-based method becomes increasingly popular in optical flow estimation.
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