UM E-Theses Collection (澳門大學電子學位論文庫)
- Title
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Spatial-separated curve rendering network for efficient and high-resolution image harmonization
- English Abstract
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Show / Hidden
Image harmonization aims to modify the color of the composited region with respect to the specific background. Previous works model this task as a pixel-wise image-to-image translation using UNet family structures. However, the model size and computational cost limit the ability of their models on edge devices and higher-resolution images. To this end, we propose a novel spatial-separated curve rendering network(S2CRNet) for efficient and high-resolution image harmonization for the first time. In S2CRNet, we firstly extract the spatial-separated embeddings from the thumbnails of the masked foreground and background individually. Then, we design a curve rendering module(CRM), which learns and combines the spatial-specific knowledge using linear layers to generate the parameters of the piece-wise curve mapping in the foreground region. Finally, we directly render the original high-resolution images using the learned color curve. Besides, we also make two extensions of the proposed framework via the Cascaded-CRM and Semantic-CRM for cascaded refinement and semantic guidance, respectively. Experiments show that the proposed method reduces more than 90% parameters compared with previous methods but still achieves the state-of-the-art performance on both synthesized iHarmony4 and real-world DIH test sets. Moreover, our method can work smoothly on higher resolution images(eg., 2048×2048) in 0.1 seconds with much lower GPU computational resources than all existing methods. The code will be made available at \url{http://github.com/stefanLeong/S2CRNet}.
- Issue date
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2022.
- Author
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Liang, Jing Tang
- Faculty
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Faculty of Science and Technology
- Department
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Department of Computer and Information Science
- Degree
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M.Sc.
- Subject
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Computer vision
Image processing
- Supervisor
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Pun, Chi Man
- Files In This Item
- Location
- 1/F Zone C
- Library URL
- 991010196477806306