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李玉武, 刘咸德. 正交最小二乘法及其在分析化学中的应用[J]. 岩矿测试, 2001, (4): 257-262.
引用本文: 李玉武, 刘咸德. 正交最小二乘法及其在分析化学中的应用[J]. 岩矿测试, 2001, (4): 257-262.
Orthogonal Least Squares Method and Its Application in Analytical Chemistry[J]. Rock and Mineral Analysis, 2001, (4): 257-262.
Citation: Orthogonal Least Squares Method and Its Application in Analytical Chemistry[J]. Rock and Mineral Analysis, 2001, (4): 257-262.

正交最小二乘法及其在分析化学中的应用

Orthogonal Least Squares Method and Its Application in Analytical Chemistry

  • 摘要: 介绍了一种线性模型参数回归分析方法-正交最小二乘法,并以电子探针微区分析技术分析环境样品的数据为例,对正交最小二乘法和经典最小二乘法的结果进行了详细比较。数据处理结果表明,当变自量和因变量都同时存在测量误差时(或自变量的测量误差与因变量的测量误差相比不能忽略时),正交最小二乘法获得的回归系数优于经典最小二乘法。对正交最小二乘法中的线性模型能解释的方差与经典最小二乘法中的相关系数的关系也进行了讨论。

     

    Abstract: A linear parameter estimation technique, the orthogonal least squares (OLS) method, is presented in this paper. The results obtained by the OLS method are compared in detail with those by classical least squares (CLS) method based on electron probe microa

     

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