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Chemometrics In Spectroscopy - Statistics and Chemometrics for Clinical Data Reporting, Part II: Using Excel for Computations

机译:光谱中的化学计量学-临床数据报告的统计和化学计量学,第二部分:使用Excel进行计算

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摘要

This column installment describes the statistical underpinnings related to computation and interpretation of chemometric methods and statistics for reporting clinical quantitative measurement methods. These chemometric and statistical methods describe the accuracy, precision, goodness of fit for linear regression, slope, bias, and percent coefficient of variation for a test method compared to a reference method for a single analyte determination. The Excel spreadsheet nomenclature is given for computation of all statistical parameters mentioned. Part III will demonstrate useful graphical representations and present further discussion of the statistics used in these first two column installments. As described in the previous column (1), often there is confusion in multidisciplinary uses of statistical methods for analytical methods due to the variation in terminology, assumptions, and specific uses within different technical disciplines. Certain analytical methods of analysis are concerned only with overall error of analysis or correlation; others emphasize repeatability and reproducibility, and yet others report only bias and precision. Often, engineers look at total error analysis as tolerance stacking so that the sums of all errors in a specific dimension are less than the total maximum allowable tolerance.
机译:本专栏的第一部分描述与化学计量学方法的计算和解释以及报告临床定量测量方法的统计数据有关的统计基础。这些化学计量和统计方法描述了与单一测定方法的参考方法相比,测试方法的线性回归,斜率,偏差和变异百分数的准确性,精密度,拟合优度。给出了Excel电子表格命名法,用于计算上述所有统计参数。第三部分将演示有用的图形表示形式,并对前两列中使用的统计数据进行进一步讨论。如前一栏(1)所述,由于不同技术学科中术语,假设和特定用途的差异,统计方法在统计方法的多学科用途中常常会造成混淆。某些分析方法仅与分析或相关性的整体误差有关;其他人则强调可重复性和可重复性,而另一些人则只报告偏差和准确性。工程师通常将总误差分析视为公差叠加,因此特定维度上所有误差的总和小于总的最大允许公差。

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