Sparse Depth-Guided Image Enhancement Using Incremental GP with Informative Point Selection

We propose an online dehazing method with sparse depth priors using an incremental Gaussian Process (iGP). Conventional approaches focus on achieving single image dehazing by using multiple channels. In many robotics platforms, range measurements are directly available, except in a sparse form. This...

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Bibliographic Details
Published in:Sensors (Basel, Switzerland) Vol. 23; no. 3; p. 1212
Main Authors: Yang, Geonmo, Lee, Juhui, Kim, Ayoung, Cho, Younggun
Format: Journal Article
Language:English
Published: Switzerland MDPI AG 20-01-2023
MDPI
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Summary:We propose an online dehazing method with sparse depth priors using an incremental Gaussian Process (iGP). Conventional approaches focus on achieving single image dehazing by using multiple channels. In many robotics platforms, range measurements are directly available, except in a sparse form. This paper exploits direct and possibly sparse depth data in order to achieve efficient and effective dehazing that works for both color and grayscale images. The proposed algorithm is not limited to the channel information and works equally well for both color and gray images. However, efficient depth map estimations (from sparse depth priors) are additionally required. This paper focuses on a highly sparse depth prior for online dehazing. For efficient dehazing, we adopted iGP for incremental depth map estimation and dehazing. Incremental selection of the depth prior was conducted in an information-theoretic way by evaluating mutual information (MI) and other information-based metrics. As per updates, only the most informative depth prior was added, and haze-free images were reconstructed from the atmospheric scattering model with incrementally estimated depth. The proposed method was validated using different scenarios, color images under synthetic fog, real color, and grayscale haze indoors, outdoors, and underwater scenes.
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These authors contributed equally to this work.
ISSN:1424-8220
1424-8220
DOI:10.3390/s23031212