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利用偏最小二乘法的一种变量筛选法 被引量:8

A kind of variable selection method by application of partial least squares
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摘要 根据偏最小二乘法(PLS)建模中的回归系数等一些信息,筛选原始自变量,在不损失模型预报能力的前提下,除去冗余的或影响不大的一些原始自变量,使模型更简单。本研究中找到了用于删除变量的一种新判据,计算简单,使用效果好。研究结果表明,利用PL3法得到的删除变量的新判据筛选变量是一种非常实用和有效的变量筛选方法,该法非常适合处理海量数据或变量数很大的建模问题,可使最终所得的模型中变量数大大减少,使模型大大简化,因而便于分析和解决实际问题。在处理中药指纹图谱数据时,与传统的算法比较,模型得到了大大简化。 The information including regression coefficients etc. from PLS modeling has been used to select original regression variables, to eliminate some unimportant or uninformative variables and to obtain the simpler model without loss prediction power. The new criteria of deleting unimportant variables has been found, which can be easily calculated and used. The results indicate that the variable selection method adopted the new criteria of deleting unimportant variables from PLS is very practical and effective. This method is very suitable to deal with the modeling problem with huge data or contained much more variables. By use of the method the number of variables in the built model decreases largely and the built model simplified greatly, which hence is convenient to analysis and solve the practical problem. In dealing with the fingerprinting data of Chinese medicine the model has been simplified greatly by comparing with the traditional method.
作者 朱尔一 林燕
出处 《计算机与应用化学》 CAS CSCD 北大核心 2007年第6期741-745,共5页 Computers and Applied Chemistry
基金 福建省自然科学基金项目(Z0513003)
关键词 变量筛选 偏最小二乘法 回归分析 判别分析 variable selection, partial least squares, regression analysis, discrimination analysis
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  • 1Haaland DM and Thomas EV. Partial least-squares method for spectral analyses. Analytical Chemistry, 1988, 60 : 1193 - 1202.
  • 2Hoskuldsson A. PLS regression methods. Journal of Chemometrics,1988, 2:211 -228.
  • 3de Jong S. SIMPLS:An alternative approach to partial least squares regression. Chemometrics Intelligent Laboratory Systems, 1993, 18:251 - 263.
  • 4Zhu EY and Barnes RM. A simple iteration algorithm for PLS regression. Journal of Chemometrics, 1995, 9:363 - 372.
  • 5朱尔一,林雍静,庄峙厦,应海.一种用于二类样本判别分析的PLS方法[J].高等学校化学学报,1997,18(2):212-215. 被引量:5
  • 6苏越,郭寅龙.偏最小二乘法中主成分数确定的新方法[J].计算机与应用化学,2001,18(3):237-240. 被引量:20

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