Data-driven assimilation of irregularly-sampled image time series
Type | Proceedings paper | ||||||||
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Date | 2017 | ||||||||
Language | English | ||||||||
Author(s) | Fablet Ronan1, Viet P.1, Lguensat R.1, Chapron Bertrand2 | ||||||||
Affiliation(s) | 1 : IMT Atlantique, Brest, France. 2 : IFREMER, Brest, France. |
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Meeting | ICIP 2017 - IEEE International Conference on Image Processing. 17-20 September 2017, Beijing, China | ||||||||
Source | Image Processing (ICIP), 2017 IEEE International Conference on. ISSN 2381-8549 . 5p. | ||||||||
DOI | 10.1109/ICIP.2017.8297094 | ||||||||
Note | Technical program. WQ-PB: Interpolation, Super-resolution, and Mosaicing II. WQ-PB.2 | ||||||||
Keyword(s) | Data assimilation, irregular sampling, image time series, data-driven methods, Kalman methods | ||||||||
Abstract | We address in this paper the reconstruction of irregurlarlysampled image time series with an emphasis on geophysical remote sensing data. We develop a data-driven approach, referred to as an analog assimilation and stated as an ensemble Kalman method. Contrary to model-driven assimilation models, we do not exploit a physically-derived dynamic prior but we build a data-driven dynamic prior from a representative dataset of the considered image dynamics. Our contribution is here to extend analog assimilation to images, which involve high-dimensional state space.We combine patch-based representations to a multiscale PCA-constrained decomposition. Numerical experiments for the interpolation of missing data in satellite-derived ocean remote sensing images demonstrate the relevance of the proposed scheme. It outperforms the classical optimal interpolation with a relative RMSE gain of about 50% for the considered case study. |
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