Multi Domain Learning for Motion Magnification
Jasdeep Singh, Subrahmanyam Murala, G. Sankara Raju Kosuru
摘要
Figure 1. Hand Drill: Magnifying rotational motion is a difficult task. So to evaluate SOTA methods (b) Acceleration method [29], (c) Jerk-aware [24], (d) Anisotropy [22], (e) Oh et al. [17], and the proposed method (f) D1, (g) D2, a video containing a hand drill with rotational motion along its axis is used. In 2D, this motion is visible as a spiral motion. So, magnification can be perceived as an increase in spiral motion (shown in spatial-temporal slices taken from the red strip at the right part of the figure). Hand-crafted methods [22], [24], [29] have small magnification (less outward radius in temporal slices) and produce ringing artifacts (visible as white edges around the drill) and blurry spikes in the temporal slices (b), (c), (d)). Oh et. al [17] induce flickering motion (seen as spikes in the temporal slice (e)) and blurry distortions in some frames (visible in the frame (e)). The proposed networks ( (f) D1 and (g) D2) produce better magnification with fewer distortions.
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引用它的顶会 Paper2
- EulerMormer: Robust Eulerian Motion Magnification via Dynamic Filtering within TransformerFei Wang, Dan Guo, Kun Li, Meng WangAAAI 2024 · 被引用 49 次
- Frequency Decoupling for Motion Magnification Via Multi-Level Isomorphic ArchitectureFei Wang, Dan Guo, Kun Li, Zhun Zhong 等CVPR 2024
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- A Novel Graph-TCN with a Graph Structured Representation for Micro-expression RecognitionLing Lei, Jianfeng Li, Tong Chen, Shigang LiACM MM 2020 · 被引用 134 次
- Bilateral Video Magnification FilterShoichiro Takeda, Kenta Niwa, Mariko Isogawa, Shinya Shimizu 等CVPR 2022 · 被引用 11 次
- Unsupervised Magnification of Posture Deviations Across SubjectsMichael Dorkenwald, Uta Büchler, Björn OmmerCVPR 2020
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