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On correct computation of confidence intervals for kinetic parameters

机译:在正确计算动力学参数的置信区间

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Two papers have been recently published in PhysiologyReports (Goulding et al. 2018a,b) that compare thekinetic parameters of three physiological signals duringtransitions in exercise intensity. The authors, using acommercial statistical software to apply the nonlinearregression technique, reported among their results also“the 95% confidence intervals (CIs) for the derivedparameter estimates”. The investigated signals (oxygenuptake, heart rate, and NIRS data) were acquired withdifferent time resolutions, that is breath-by-breath, at 1 s(1 Hz) and 0.5 s (2 Hz), respectively. Before running thenonlinear regression, the oxygen uptake data only underwentan interpolation procedure to produce second-bysecondvalues (i.e. at 1 Hz). It should be noted, however,that this procedure was not even supported by the resultsreported by Benson et al. (2017), although it was suggestedin their abstract (Francescato et al. 2017). In fact,this procedure does not add new information to the data,rather it reiterates the already available information in thenewly introduced data points, invalidating the CIsobtained by the calculations (Francescato et al. 2015).
机译:最近在生理报告(Goulding等,2018A,B)中发表了两篇论文,其比较运动强度期间三种生理信号的三个生理信号的基因参数。作者,使用船工生态统计软件应用非线性的技术,其结果报告了“衍生的视角计估计的95%置信区间(CIS)”。获得了所研究的信号(氧气型,心率和NIRS数据),以各种时间分辨率获得,即分别以1S(1Hz)和0.5秒(2 Hz)呼吸呼吸。在运行HinearLinear回归之前,仅氧气吸收数据仅在内侧插值过程中产生第二次值(即1 Hz)。然而,应该注意,这一程序甚至没有由Benson等人的结果支持。 (2017年),虽然它被建议他们的抽象(Francescato等,2017)。实际上,此过程不会向数据添加新信息,而是重申已有的已有信息,然后在那里引入了数据点,使得计算的Cisobtate(Francescato et al。2015)。

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