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The use of restricted cubic splines to approximate complex hazard functions in the analysis of time-to-event data: a simulation study

机译:在时间事件数据分析中使用受限三次样条近似复杂危险函数:模拟研究

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摘要

If interest lies in reporting absolute measures of risk from time-to-event data then obtaining an appropriate approximation to the shape of the underlying hazard function is vital. It has previously been shown that restricted cubic splines can be used to approximate complex hazard functions in the context of time-to-event data. The degree of complexity for the spline functions is dictated by the number of knots that are denned. We highlight through the use of a motivating example that complex hazard function shapes are often required when analysing time-to-event data. Through the use of simulation, we show that provided a sufficient number of knots are used, the approximated hazard functions given by restricted cubic splines fit closely to the true function for a range of complex hazard shapes. The simulation results also highlight the insensitivity of the estimated relative effects (hazard ratios) to the correct specification of the baseline hazard.
机译:如果感兴趣的是根据事件发生时间数据报告绝对风险度量,那么获取潜在危害函数形状的适当近似值至关重要。以前已经表明,在事件发生时间数据的背景下,可以使用受限三次样条近似复杂的危害函数。样条函数的复杂程度取决于所确定的结数。我们通过使用一个激励性的示例来突出显示,分析事件时间数据时通常需要复杂的危害函数形状。通过使用仿真,我们表明,如果使用了足够的结数,则受限的三次样条曲线给出的近似危险函数与一系列复杂的危险形状的真实函数非常吻合。模拟结果还强调了估计的相对影响(危险比)对基准危险的正确规范不敏感。

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