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Coded Aperture Design for Compressive Spectral Subspace Clustering

机译:压缩光谱子空间聚类的编码孔径设计

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Compressive spectral imaging (CSI) acquires compressed observations of a spectral scene by applying different coding patterns at each spatial location and then performing a spectral-wise integration. Relying on compressive sensing, spectral image reconstruction is achieved by using nonlinear and relatively expensive optimization-based algorithms. In the CSI literature, several works have focused on improving reconstructions quality by properly designing the set of coding patterns. However, signal recovery is not actually necessary in many signal processing applications. For instance, assuming that compressed measurements with similar characteristics lie on the same subspace, unsupervised methods such as subspace clustering can be used to separate them into the same cluster. Since the structure of compressed measurements is defined by the applied codification, it is possible to improve clustering performance. This paper proposes to design a set of coding patterns such that inter-class and intra-class data structure is preserved after the CSI acquisition in order to improve clustering results directly on the compressed domain. To validate the coding pattern design, an algorithm based on sparse subspace clustering (SSC) is proposed to perform clustering on the compressed measurements. The proposed algorithm adds a three-dimensional (3-D) spatial regularizer to the SSC problem exploiting the spatial correlation of spectral images. In general, an overall accuracy up to 83.81% is obtained, when noisy measurements are assumed. In addition, a difference of at most 4% in terms of overall accuracy was observed when comparing the clustering results obtained by the full 3-D data with those achieved using CSI measurements acquired with the proposed coding pattern design.
机译:压缩光谱成像(CSI)通过在每个空间位置应用不同的编码模式然后执行光谱方式的积分来获取光谱场景的压缩观测结果。依靠压缩感测,通过使用非线性且相对昂贵的基于优化的算法来实现光谱图像重建。在CSI文献中,有几篇工作集中在通过适当设计编码模式集来提高重建质量。但是,在许多信号处理应用中实际上并不需要信号恢复。例如,假设具有相似特征的压缩测量值位于同一子空间上,则可以使用诸如子空间聚类之类的无监督方法将它们分离为同一聚类。由于压缩测量的结构是由所应用的编码定义的,因此可以改善聚类性能。本文提出设计一套编码模式,以便在获取CSI之后保留类间和类内数据结构,以便直接在压缩域上改善聚类结果。为了验证编码模式的设计,提出了一种基于稀疏子空间聚类(SSC)的算法对压缩后的度量进行聚类。所提出的算法利用频谱图像的空间相关性向SSC问题添加了三维(3-D)空间正则化器。通常,当假设有噪声测量时,可获得高达83.81%的整体精度。此外,将完整的3D数据获得的聚类结果与使用建议的编码模式设计获得的CSI测量获得的聚类结果进行比较时,观察到总体精度最高相差4%。

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