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Spectral Feature Probabilistic Coding for Hyperspectral Signatures

机译:高光谱签名的光谱特征概率编码

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Spectral signature coding has been used to characterize spectral features where a binary code book is designed to encode an individual spectral signature and the Hamming distance is then used to perform signature discrimination. The effectiveness of such a binary signature coding largely relies on how well the Hamming distance can capture spectral variations that characterize a signature. Unfortunately, in most cases, such coding does not provide sufficient information for signature analysis, thus it has received little interest in the past. This paper reinvents the wheel by introducing a new concept, referred to as spectral feature probabilistic coding (SFPC) into signature coding. Since the Hamming distance does not take into account the band-to-band variation, it can be considered as a memoryless distance. Therefore, one approach is to extend the Hamming distance to a distance with memory. One such coding technique is the well-known arithmetic coding (AC) which encodes a signature in a probabilistic manner. The values resulting from the AC is then used to measure the distance between two signatures. This paper investigates AC-based signature coding for signature analysis and conducts a comparative analysis with spectral binary coding.
机译:光谱签名编码已用于表征光谱特征,其中将二进制代码簿设计为对单个光谱签名进行编码,然后使用汉明距离执行签名识别。这种二进制签名编码的有效性在很大程度上取决于汉明距离能否捕获表征签名的频谱变化。不幸的是,在大多数情况下,这样的编码不能提供足够的信息来进行签名分析,因此在过去很少受到关注。本文通过在签名编码中引入一种称为频谱特征概率编码(SFPC)的新概念来重新发明轮子。由于汉明距离未考虑带间变化,因此可以将其视为无记忆距离。因此,一种方法是将汉明距离扩展到具有内存的距离。一种这样的编码技术是众所周知的算术编码(AC),其以概率方式对签名进行编码。 AC产生的值然后用于测量两个签名之间的距离。本文研究基于AC的签名编码以进行签名分析,并使用频谱二进制编码进行比较分析。

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