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Guided Depth Super-Resolution by Deep Anisotropic Diffusion

Published 21 Nov 2022 in cs.CV and cs.AI | (2211.11592v3)

Abstract: Performing super-resolution of a depth image using the guidance from an RGB image is a problem that concerns several fields, such as robotics, medical imaging, and remote sensing. While deep learning methods have achieved good results in this problem, recent work highlighted the value of combining modern methods with more formal frameworks. In this work, we propose a novel approach which combines guided anisotropic diffusion with a deep convolutional network and advances the state of the art for guided depth super-resolution. The edge transferring/enhancing properties of the diffusion are boosted by the contextual reasoning capabilities of modern networks, and a strict adjustment step guarantees perfect adherence to the source image. We achieve unprecedented results in three commonly used benchmarks for guided depth super-resolution. The performance gain compared to other methods is the largest at larger scales, such as x32 scaling. Code (https://github.com/prs-eth/Diffusion-Super-Resolution) for the proposed method is available to promote reproducibility of our results.

Citations (33)

Summary

  • The paper introduces a novel deep anisotropic diffusion framework to perform guided depth super-resolution.
  • It integrates learned diffusion coefficients with a convolutional network to maintain edge details and suppress noise.
  • Experimental results demonstrate significant improvements over traditional methods in both qualitative and quantitative metrics.

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The guidelines articulated in the paper underscore several pivotal elements required to ensure consistency across submissions. Firstly, it establishes the importance of English as the primary language of the manuscript, which aligns with the global nature of the conference. The policy on dual submission is addressed, highlighting ethical concerns and guiding authors through intellectual property management when submitting to multiple venues.

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