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Sensitive Wavelengths Selection in Identification of Ophiopogon japonicus Based on Near-Infrared Hyperspectral Imaging Technology

机译:基于近红外高光谱成像技术的麦冬鉴定中的敏感波长选择

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摘要

Hyperspectral imaging (HSI) technology has increasingly been applied as an analytical tool in fields of agricultural, food, and Traditional Chinese Medicine over the past few years. The HSI spectrum of a sample is typically achieved by a spectroradiometer at hundreds of wavelengths. In recent years, considerable effort has been made towards identifying wavelengths (variables) that contribute useful information. Wavelengths selection is a critical step in data analysis for Raman, NIRS, or HSI spectroscopy. In this study, the performances of 10 different wavelength selection methods for the discrimination of Ophiopogon japonicus of different origin were compared. The wavelength selection algorithms tested include successive projections algorithm (SPA), loading weights (LW), regression coefficients (RC), uninformative variable elimination (UVE), UVE-SPA, competitive adaptive reweighted sampling (CARS), interval partial least squares regression (iPLS), backward iPLS (BiPLS), forward iPLS (FiPLS), and genetic algorithms (GA-PLS). One linear technique (partial least squares-discriminant analysis) was established for the evaluation of identification. And a nonlinear calibration model, support vector machine (SVM), was also provided for comparison. The results indicate that wavelengths selection methods are tools to identify more concise and effective spectral data and play important roles in the multivariate analysis, which can be used for subsequent modeling analysis.
机译:在过去的几年中,高光谱成像(HSI)技术已被越来越多地用作分析工具,用于农业,食品和中医药领域。样品的HSI光谱通常是通过光谱辐射仪在数百个波长下获得的。近年来,在识别有助于有用信息的波长(变量)方面已经付出了巨大的努力。波长选择是拉曼,NIRS或HSI光谱数据分析中的关键步骤。在这项研究中,比较了10种不同波长选择方法对不同来源的麦冬的鉴别效果。测试的波长选择算法包括连续投影算法(SPA),加载权重(LW),回归系数(RC),无信息变量消除(UVE),UVE-SPA,竞争性自适应加权采样(CARS),区间偏最小二乘回归( iPLS),后向iPLS(BiPLS),前向iPLS(FiPLS)和遗传算法(GA-PLS)。建立了一种线性技术(偏最小二乘判别分析),用于鉴定。并提供了非线性校准模型,即支持向量机(SVM)进行比较。结果表明,波长选择方法是识别更简洁有效的光谱数据的工具,并在多元分析中发挥重要作用,可用于后续的建模分析。

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