Something About RMSEP

本文详细介绍了评估偏最小二乘法(PLS)模型的几种关键指标:RMSEC、RMSECV 和 RMSEP,并解释了它们分别在模型校准、交叉验证及预测误差中的作用。同时强调了在不同场景下正确选择测试案例的重要性。

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评价PLS的指标

They differ in the type of cases that are used to measure them:

  • RMSEC: calibration error, i.e. the residuals of the calibration data.
    (R)MSEC measures goodness of fit between your data and the calibration model. Depending on the type of data, model and application this can be subject to a huge optimistic bias due to overfitting compared to the (R)MSE observed for real cases when applying the calibration. If the model suffers from not being complex enough (underfitting), calibration error approximates prediction error. But it cannot indicate overfitting.
  • RMSECV: errors are calculated on test/train splits using a cross validation scheme for the splitting.
    If the splitting of the data is done correctly, this gives a good estimate on how the model built on the data set at hand performs for unknown cases. However, due to the resampling nature of the approach, it actually measures performance for unknown cases that were obtained among the calibration cases. I.e. it does not measure how well the model works for cases that are measured months after calibration is done. For that, you need
  • MSEP/RMSEP: prediction error, i.e. measured on real cases and compared to reference values obtained for these.
  • RMSEP can measure e.g. how performance deteriorates over time (e.g. due to instrument drift), but only if the validation experiments have a design that allows to measure these influences.

General remarks:

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