结合多种生物标志物进行诊断分类的统计考虑:Logistic回归风险评分与判别功能评分

Q4 Medicine
K. Hajian-Tilaki, Z. Graili, V. Nassiri
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引用次数: 0

摘要

在临床实践中,多种生物标志物经常用于同一受试者的不良后果诊断。本研究比较了logistic回归模型和判别函数评分两种不同的多元线性回归方法在结合多个标记时的效果。方法:从不同样本量和相关结构的二正态和非二正态分布对中生成1万组模拟数据集。每个数据集同时进行逻辑回归和判别分析。ROC分析分别用每个标记物和它们的联合得分进行。对于两种替代方法,在所有配置和使用的样本量的10000次重复试验中,估计AUC的平均值及其均方根误差(RMSE)。并以实际数据的临床实例进一步说明了这两种方法的实用性。结果:两种方法获得了相同的精度,特别是对二正态数据。对于非二正态数据,逻辑回归风险评分产生的准确性等于或略高于判别函数评分。结论:总的来说,这两种方法产生相当相同的结果。然而,采用逻辑回归模型可能比非二正态数据的判别分析具有略好的准确性指标。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Statistical Considerations in Combining Multiple Biomarkers for Diagnostic Classification: Logistic Regression Risk Score Versus Discriminant Function Score
Introduction: In clinical practices, multiple biomarkers are frequently used on the same subjects for the diagnosis of an adverse outcome. This study compares two alternative multiple linear regression approaches as the logistic regression model and the discriminant function score in combing several markers. Methods: Ten thousand simulated data sets were generated from binormal and non-binormal pairs of distributions with different sample sizes and correlation structures. Each dataset underwent a logistic regression and the discriminant analysis simultaneously. The ROC analysis was performed with each marker alone and also their combining scores. For two alternative approaches, the average of AUC and its root mean square error (RMSE) were estimated over 10000 replications trials for all configurations and sample sizes used. The practical utility of the two methods is further illustrated with a clinical example of real data as well. Results: The two approaches yielded identical accuracy in particular with binormal data. With non- binormal data, the logistic regression risk score produced an equal or slightly better accuracy than the discriminate function score. Conclusion: Overall, the two approaches yield rather identical results. However, adopting the logistic regression model may incorporate a slightly better accuracy index than discriminant analysis with nonbinormal data.
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来源期刊
CiteScore
0.80
自引率
0.00%
发文量
26
审稿时长
12 weeks
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