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Nonparametric regression method for broad sense agreement

机译:广义共识的非参数回归方法

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摘要

Characterising the correspondence between an ordinal measurement and a continuous measurement is often of interest in mental health studies. To this end Peng et al. [(2011), 'A Framework for Assessing Broad Sense Agreement Between Ordinal and Continuous Measurements', Journal of the American Statistical Association, 106, 1592-1601] introduced the concept of broad sense agreement (BSA) and developed nonparametric estimation and inference for a BSA measure. In this work, we propose a nonparametric regression framework for BSA, which provides a robust tool to further investigate population heterogeneity in BSA. We develop inferential procedures including regression function estimation and hypothesis testing. Extensive simulation studies demonstrate satisfactory performance of the proposed method. We also apply the new method to a recent Grady Trauma Study and reveal an interesting impact of depression severity on the alignment between a self-reported symptom instrument and clinician diagnosis in posttraumatic stress disorder patients.
机译:在精神健康研究中,经常需要表征序数测量值和连续测量值之间的对应关系。为此,彭等人。 [(2011),“评估序数和连续测量之间的广义协议的框架”,《美国统计协会杂志》,第106期,1592-1601年)介绍了广义协议(BSA)的概念,并开发了非参数估计和推论。 BSA措施。在这项工作中,我们提出了BSA的非参数回归框架,该框架为进一步研究BSA中的人口异质性提供了一个可靠的工具。我们开发推理程序,包括回归函数估计和假设检验。大量的仿真研究证明了该方法的令人满意的性能。我们还将这种新方法应用于最近的Grady Trauma研究中,并揭示了抑郁严重程度对创伤后应激障碍患者自我报告的症状仪器与临床医生之间的对齐方式产生有趣的影响。

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