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A bayesian approach to the spectral F-Test: Application to auditory steady-state responses

机译:光谱法检测的贝叶斯方法:应用于听觉稳态响应

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Background and Objective: Auditory steady-state responses (ASSRs) represent an objective method used in clinical practice to assess hearing thresholds. The steady-state nature of these signals allows response detection by means of statistical techniques in the frequency domain as spectral F-test. This objective response detection (ORD) compares the power of the response bin against the power of the neighboring frequency noise bins. Most ORD algorithms are based on the Neyman-Pearson approach to the hypothesis test provided that the likelihood ratio test is the most powerful test for a given significance level alpha (also called Type I error). On the other hand, the Bayesian approach allows the inclusion of prior information in the model and enables the updating of this information with posterior knowledge. This approach, however, has not been explored with respect to ORD techniques, thus enabling the exploration of new paradigms, which may contribute to this field of study, especially in terms of the time required for response detection. The aim of this study is to use the Bayesian approach in the implementation of the spectral F-test for application to ASSRs.
机译:背景和目的:听觉稳态响应(ASSR)代表临床实践中用于评估听力阈值的客观方法。这些信号的稳态性质允许通过频域中的统计技术作为光谱F检验来响应检测。该目标响应检测(ORD)将响应箱的功率与相邻频率噪声箱的功率进行比较。大多数ORD算法基于Neyman-Pearson方法的假设试验方法,规定是似然比测试是给定意义级别alpha(也称为I错误)最强大的测试。另一方面,贝叶斯方法允许在模型中包含先前的信息,并使这些信息更新了以下知识。然而,这种方法尚未探讨ORD技术,从而能够探索新的范式,这可能有助于这一研究领域,特别是在响应检测所需的时间方面。本研究的目的是使用贝叶斯方法在实施频谱F检验中的应用于ASSRS。

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