Band sampling of hyperspectral anomaly detection in effective anomaly space

CI Chang, CY Lin, PF Hu - IEEE Transactions on Geoscience …, 2023 - ieeexplore.ieee.org
IEEE Transactions on Geoscience and Remote Sensing, 2023ieeexplore.ieee.org
This article investigates four issues, background (BKG) suppression (BS), anomaly
detectability, noise effect, and interband correlation reduction (IBCR), which have significant
impacts on its performance. Despite that a recently developed effective anomaly space
(EAS) was designed to use data sphering (DS) to remove the second-order data statistics
characterized by BKG, enhance anomaly detectability, and reduce noise effect, it does not
address the IBCR issue. To cope with this issue, this article introduces band sampling …
This article investigates four issues, background (BKG) suppression (BS), anomaly detectability, noise effect, and interband correlation reduction (IBCR), which have significant impacts on its performance. Despite that a recently developed effective anomaly space (EAS) was designed to use data sphering (DS) to remove the second-order data statistics characterized by BKG, enhance anomaly detectability, and reduce noise effect, it does not address the IBCR issue. To cope with this issue, this article introduces band sampling (BSam) into EAS to reduce IBCR and further suppress BKG more effectively. By implementing EAS in conjunction with BSam (EAS-BSam), these four issues can be resolved altogether for any arbitrary anomaly detector. It first modifies iterative spectral–spatial hyperspectral anomaly detection (ISSHAD) to develop a new variant of ISSHAD, called iterative spectral–spatial maximal map (ISSMax), and then generalizes ISSMax to EAS-ISSMax, which further enhances anomaly detectability and noise removal. Finally, EAS-BSam is implemented to reduce IBCR. As a result, combining EAS, BSam, and ISSMax yields four versions: EAS-BSam, EAS-ISSMax, BSam-SSMAX, and EAS-BSam-SSMax. Such integration presents a great challenge because all these four versions are derived from different aspects, iterative spectral–spatial feedback process, compressive sensing, and low-rank and sparse matrix decomposition. Experiments demonstrate that EAS-BSam and EAS-BSam-SSMax show their superiority to ISSHAD and many current existing hyperspectral anomaly detection (HAD) methods.
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