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Research on Several Problems in Partial Least Squares RegressionAnalysis

机译:偏最小二乘回归分析中若干问题的研究

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Purpose: preliminary discussion on model prediction precision in the partial least squares regression analysismethod; Method: introduce current development conditions of partial least squares regression analysis, analyze problemsof traditional regression analysis method such as multiple linear regression analysis, introduce the mathematic principleand modeling method of the partial least squares regression analysis method, and conduct detailed analysis on the partialleast squares regression analysis modeling and prediction by using the classical Linnerud data. Result: The partial leastsquares regression analysis has the basic features of the multiple linear regression analysis and principal componentanalysis, can precisely predict multiple data and establish a precise mathematical model; Conclusion: The partial leastsquares regression analysis can provide precise mathematical model and can reserve the explaining variants remarkablyassociated to explained variants to most extent, so it is feasible to some extent and can meet the general requirements ofengineering, economy, biology and medical statistical analysis.
机译:目的:初步探讨偏最小二乘回归分析方法中模型的预测精度;方法:介绍偏最小二乘回归分析的发展现状,分析多元线性回归分析等传统回归分析方法的问题,介绍偏最小二乘回归分析方法的数学原理和建模方法,并对偏最小二乘回归进行详细分析使用经典Linnerud数据进行分析建模和预测。结果:偏最小二乘回归分析具有多元线性回归分析和主成分分析的基本特征,可以准确预测多个数据并建立精确的数学模型。结论:偏最小二乘回归分析可以提供精确的数学模型,并且可以在很大程度上保留与解释变量显着相关的解释变量,因此在一定程度上可行,可以满足工程,经济,生物学和医学统计分析的一般要求。

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