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作 者:齐小明[1] 张录达[2] 杜晓林[1] 宋昭娟[1] 张一[1] 徐淑燕[1]
机构地区:[1]北京农学院基础科学系,北京102206 [2]中国农业大学理学院,北京100094
出 处:《光谱学与光谱分析》2003年第5期870-872,共3页Spectroscopy and Spectral Analysis
基 金:北京市教委科技发展计划项目资助(01KJ-086)
摘 要:建立BP模型用于近红外光谱定量分析时,为克服所建模型与训练样本集产生“过拟合”,先用线性算法为其压缩训练数据是必要的。目前多采用主成分法(PCA)和逐步回归法(SRA)。主成分法具有极强的压缩数据能力,用它压缩成的主成分输入BP网所建模型的预测精度一般能满足要求,但它处理数据时未考虑输出变量的影响。逐步回归法根据系统输出选择变量,但所选变量具有自相关性,而且与训练集样品的排列顺序有关,很难选出最好的变量,往往难满足预测精度要求。本研究用偏最小二乘法(PLS),根据输出变量将原始数据压缩为主成分,输入BP网并用所建模型预测30个小麦样品的蛋白质含量。结果表明,与PCA-BP模型的预测决定系数(R2)从92.50提高到97.10,训练迭代次数从12 000减少到4 500。It is necessary to compress the input data for Back Propagation network (BP) with linear arithmetic to avoid the model over tally with calibration set, when a quantitative analysis of biology samples using NIR by building BP model is employed. At present Principal Component Analysis (PCA) and Stepwise Regression (SRA) have been widely used. The PCA computes the scores for the Principal Components (PCs) and uses these scores as ANN input. Since PCA can compress thousands of spectral data into several scores and describe the body of spectra, the training time has been shortened significantly and the model's prediction ability can meet the needs. But the compressing does not concern the relationship between the input variables and target output. The SRA cannot transform the spectrum data, but chooses the same from them according to the sorts of components. Among the variables selected there exists relativity and the efficiency of them depends on the sequence of the samples in the calibration set. Thus it's difficult to obtain the best selection and the BP model's prediction ability cannot often meet the needs. Partial Least Square (PLS) can compute the scores for the principal components (PCs) according to the sorts of components. In this study the scores computed by PLS have been applied as BP input and this BP model has been used to predict the contents of protein in 30 wheat samples. Compared with PCA-BP the PLS-BP model's prediction deciding coefficient (R-2) has increased from 92.50 to 97.10 with its training iteration times decreased from 12 000 to 4 500.
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