TY - JOUR
T1 - Quantile BEAST attacks the false-sample problem in near-infrared reflectance analysis
AU - Lodder, Robert A.
AU - Hieftje, Gary M.
PY - 1988
Y1 - 1988
N2 - The multiple linear regression approach typically used in near-infrared calibration yields equations in which any amount of reflectance at the analytical wavelengths leads to a corresponding composition value. As a result, when the sample contains a component not present in the training set, erroneous composition values can arise without any indication of error. The Quantile BEAST( Bootstrap Error-Adjusted Single-sample Technique) is described here as a method of detecting one or more 'false' samples. The BEAST constructs a multidimensional form in space using the reflectance values of each training-set sample at a number of wavelengths. New samples are then projected into this space, and a confidence test is executed to determine whether the new sample is part of the training-set form. The method is more robust than other procedures because it relies on few assumptions about the structure of the data; therefore, deviations from assumptions do not affect the results of the confidence test.
AB - The multiple linear regression approach typically used in near-infrared calibration yields equations in which any amount of reflectance at the analytical wavelengths leads to a corresponding composition value. As a result, when the sample contains a component not present in the training set, erroneous composition values can arise without any indication of error. The Quantile BEAST( Bootstrap Error-Adjusted Single-sample Technique) is described here as a method of detecting one or more 'false' samples. The BEAST constructs a multidimensional form in space using the reflectance values of each training-set sample at a number of wavelengths. New samples are then projected into this space, and a confidence test is executed to determine whether the new sample is part of the training-set form. The method is more robust than other procedures because it relies on few assumptions about the structure of the data; therefore, deviations from assumptions do not affect the results of the confidence test.
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U2 - 10.1366/0003702884429652
DO - 10.1366/0003702884429652
M3 - Article
AN - SCOPUS:0024108143
SN - 0003-7028
VL - 42
SP - 1351
EP - 1365
JO - Applied Spectroscopy
JF - Applied Spectroscopy
IS - 8
ER -