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A decision-level fusion scheme using the support vector data description for target detection in hyperspectral imagery

机译:使用支持向量数据描述的决策级融合方案用于高光谱图像中的目标检测

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Spectral variability remains a challenging problem for target detection in hyperspectral (HS) imagery. In previous work,we developed a target detection scheme using the kernel-based support vector data description (SVDD). We constructed a first-order Markov-based Gaussian model to generate samples to describe the spectral variability of the target class.However, the Gaussian-generated samples also require selection of the variance parameter σ~2 that dictates the level of variability in the generated target class signatures. In this work, we have investigated the use of decision-level fusion techniques for alleviating the problem of choosing a proper value of σ~2 . We have trained a collection of SVDDs with unique variance parameters σ~2 for each of the target training sets and have investigated their combination using the traditional AND, OR, and majority vote (MV) decision-level rules. We have inserted target signatures into an urban HS scene with differing levels of spectral variability to explore the performance of the proposed scheme in these scenarios. Experiments show that the MV fusion rule is the best choice, providing relatively low false positive rates (FPR) while yielding high true positive rates (TPR). Detection results show that the proposed SVDD-based decision-level scheme using the MV fusion rule is highly accurate and yields higher true positive rates (TPR) and lower false positive rates (FPR) than the adaptive matched filter (AMF).
机译:光谱可变性仍然是高光谱(HS)图像中的目标检测的具有挑战性问题。在以前的工作中,我们使用基于内核的支持向量数据描述(SVDD)开发了一个目标检测方案。我们构建了基于一阶马尔可夫的高斯模型,可以生成样本来描述目标类的频谱可变性。然而,高斯生成的样本也需要选择方差参数σ〜2,其决定所生成的变异程度目标类签名。在这项工作中,我们已经调查了使用决策级融合技术来缓解选择适当值的σ〜2的问题。我们已经培训了一个具有独特方差参数σ〜2的SVDD的集合,每个目标培训集都使用传统的和或多数投票(MV)决策级别规则研究了它们的组合。我们已将目标签名插入城市HS场景,频谱可变性不同,以探讨这些方案中提出的方案的性能。实验表明,MV融合规则是最佳选择,提供相对较低的假阳性率(FPR),同时产生高真正的阳性率(TPR)。检测结果表明,使用MV融合规则的所提出的基于SVDD的决策级方案是高度准确的,并且产生的真实阳性率(TPR)和低于自适应匹配滤波器(AMF)的较低误差率(FPR)。

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