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Spectral characterization of a flat panel color scanner using PCA method

机译:使用PCA方法的平板彩色扫描仪的光谱表征

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Spectral characterization technique has a prominent advantage that it does not suffer from the problem of metamerism in comparison with Colorimetric characterization methods. PCA (Principle Component Analysis) is an important and useful mathematical method for data reduction, in which a set of spectra, so-called statistical colorants, can be derived from spectral properties of a large set of samples. The spectral reflectance of the color, an admixture of these statistical colorants, can be represented by approximately linear addition of their spectral reflectances. In this paper, a new method for spectral characterization of a flat panel color scanner using PCA method was proposed. Firstly, the PCA algorithm was applied to estimate the spectral reflectance of the statistical colorants on the color targets scanned, and then the colorant scalars were calculated. Secondly, the relationship between the colorant scalars and the scanner RGB signals was built using BP (Back Propagation) neural network. The scanner was characterized also using polynomial regression model and BP neural network directly between scanner RGB values and divice-independent tristimulus values. The experiment results showed that the spectral characterization using PCA method was more accurate than the polynomial regression model and similarly accurate as the direct neural network method but more useful because of the accurate spectral reflectance estimation ability.
机译:光谱表征技术具有显着的优势,即与比色表征方法相比,它不存在同色异谱问题。 PCA(原理成分分析)是一种重要而有用的数据缩减数学方法,其中可以从大量样品的光谱特性中得出一组光谱,即所谓的统计着色剂。这些统计色料的混合物,颜色的光谱反射率可以通过近似线性地增加其光谱反射率来表示。本文提出了一种使用PCA方法对平板彩色扫描仪进行光谱表征的新方法。首先,应用PCA算法估计统计色料在扫描的色标上的光谱反射率,然后计算色料标量。其次,使用BP(反向传播)神经网络建立了色标量和扫描仪RGB信号之间的关系。还使用多项式回归模型和直接在扫描仪RGB值和与设备无关的三刺激值之间的BP神经网络对扫描仪进行了表征。实验结果表明,使用PCA方法的光谱表征比多项式回归模型更准确,与直接神经网络方法相似,但由于准确的光谱反射率估算能力而更加有用。

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