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Hyperspectral change detection in high clutter using elliptically contoured distributions

机译:利用椭圆轮廓分布检测高杂波中的高光谱变化

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摘要

A new class of hyperspectral detection algorithm based on elliptically contoured distributions (ECDs) is described. ECDs have been studied previously, but only for modeling the tails of background clutter distributions in order better to approximate constant false alarm performance. Here ECDs are exploited to produce new target detection algorithms with performance no worse than the best prior methods. The ECD model affords two principal advantages over older methods: (1) Its selective decision surface automatically rejects outliers that are not easily modeled, and (2) it has no free parameters needing optimization. A particularly simple version of ECD has been applied to assist in automatic change detection in extreme (unnatural) clutter. The ECD version of change detection can detect low spectral contrast targets that are not easily found by standard methods, even when these use signature information. Preliminary results indicate, furthermore, that approximate forms of the component algorithms that have been implemented in deployed systems should be avoided. They can substantially degrade detection performance in high-clutter environments.
机译:描述了一种基于椭圆轮廓分布(ECD)的新型高光谱检测算法。以前已经研究了ECD,但仅用于建模背景杂波分布的尾部,以便更好地近似恒定的虚警性能。在这里,ECD被用来产生新的目标检测算法,其性能不比最好的现有方法差。与早期方法相比,ECD模型具有两个主要优点:(1)它的选择性决策面会自动剔除那些不容易建模的离群值;(2)它没有需要优化的自由参数。已使用一种特别简单的ECD版本来辅助极端(非自然)混乱情况下的自动更改检测。 ECD版本的变化检测可以检测标准方法不易发现的低光谱对比目标,即使这些目标使用签名信息也是如此。此外,初步结果表明,应避免已部署系统中已实现的组件算法的近似形式。它们会严重降低高杂波环境中的检测性能。

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