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统计方法的选择会影响青光眼结构与功能之间的明显关联。

Choice of statistical method influences apparent association between structure and function in glaucoma.

机构信息

Indiana University School of Optometry, Bloomington, IN, USA.

出版信息

Invest Ophthalmol Vis Sci. 2013 Jun 19;54(6):4189-96. doi: 10.1167/iovs.12-10377.

Abstract

PURPOSE

The aim of this study was to explore how different statistical methods may lead to inconsistent inferences about the association between structure and function in glaucoma.

METHODS

Two datasets from published studies were selected for their illustrative value. The first consisted of measurements of neuroretinal rim area in the superior-temporal sector paired with the corresponding visual field sensitivity. The second consisted of measurements of average retinal nerve fiber layer thickness over all sectors paired with the corresponding visual field sensitivity. Statistical methods included linear and segmented regression, and a nonparametric local-linear fit known as loess. The analyses were repeated with all measurements expressed as percent of mean normal.

RESULTS

Slopes from linear fits to the data changed by a factor of 10 depending on the linear regression method applied. Inferences about whether structural abnormality precedes functional abnormality varied with the statistical design and the units of measure used.

CONCLUSIONS

The apparent association between structure and function in glaucoma, and consequent interpretation, varies with the statistical method and units of measure. Awareness of the limitations of any statistical analysis is necessary to avoid finding spurious results that ultimately may lead to inadequate clinical recommendations.

摘要

目的

本研究旨在探讨不同的统计方法如何导致青光眼结构与功能之间关联的推断不一致。

方法

选择了两个具有说明价值的已发表研究数据集。第一个数据集由上颞区神经视网膜边缘面积与相应的视野敏感度的测量值组成。第二个数据集由所有象限平均视网膜神经纤维层厚度与相应的视野敏感度的测量值组成。统计方法包括线性和分段回归,以及一种称为局部线性拟合的非参数 loess 方法。用所有测量值表示为平均正常的百分比,重复了这些分析。

结果

线性拟合数据的斜率取决于所应用的线性回归方法,变化了 10 倍。关于结构异常是否先于功能异常的推断因统计设计和使用的度量单位而异。

结论

青光眼结构与功能之间的明显关联以及随之而来的解释因统计方法和度量单位而异。了解任何统计分析的局限性对于避免发现可能导致临床建议不足的虚假结果是必要的。

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