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首页> 外文期刊>Clinical chemistry and laboratory medicine: CCLM >Partitioning biochemical reference data into subgroups: comparison of existing methods.
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Partitioning biochemical reference data into subgroups: comparison of existing methods.

机译:将生化参考数据划分为亚组:现有方法的比较。

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摘要

Four existing methods for partitioning biochemical reference data into subgroups are compared. Two of these, the method of Sinton et al. and that of Ichihara and Kawai, are based on a quotient of a difference between the subgroups and the reference interval for the combined distribution. The criterion of Sinton et al. appears rather stringent and could lead to recommendations to apply a common reference interval in many cases where establishment of group-specific reference intervals would be more useful. The method of Ichihara and Kawai is similar to that of Sinton et al., but their criterion, based on a quantity derived from between-group and within-group variances, seems to lead to inconsistent results when applied to some model cases. These two methods have the common weakness of using gross differences between subgroup distributions as an indicator of differences between their reference limits, while distributions with different means can actually have equal reference limits and those with equal means can have different reference limits. The idea of Harris and Boyd to require that the proportions of the subgroup distributions outside the common reference limits be kept reasonably close to the ideal value of 2.5% as a prerequisite for using common reference limits seems to have been a major improvement. The other two methods considered, that of Harris and Boyd and the "new method" follow this idea. The partitioning criteria of Harris and Boyd have previously been shown to provide a poor correlation to those proportions, however, and the weaknesses of their method are summarized in a list of five drawbacks. Different versions of the new method offer improvements to these drawbacks.
机译:比较了四种将生化参考数据划分为亚组的现有方法。其中两个是Sinton等人的方法。以及Ichihara和Kawai的值,是基于子组与组合分布的参考区间之差的商。 Sinton等人的标准。在某些情况下,建立特定组的参考间隔会更有用,因此,它看起来相当严格,并可能会建议使用一个公共参考间隔。 Ichihara和Kawai的方法与Sinton等人的方法相似,但是当它们基于某些组间和组内方差得出的数量时,其标准在应用于某些模型案例时似乎导致不一致的结果。这两种方法的共同缺点是,使用子组分布之间的总体差异来指示其参考极限之间的差异,而平均值不同的分布实际上可以具有相同的参考极限,而平均值相同的分布可以具有不同的参考极限。哈里斯和博伊德(Harris and Boyd)的想法是要求将子组分布的比例保持在公共参考范围之外,使其合理地接近2.5%的理想值,这是使用公共参考范围的前提,这似乎是一项重大改进。考虑的其他两种方法,即Harris和Boyd的方法以及“新方法”都遵循了这一思想。哈里斯和博伊德的划分标准以前已经显示出与这些比例的相关性很差,但是,其方法的缺点归纳为五个缺点。新方法的不同版本对这些缺点进行了改进。

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