Conigliani C, Tancredi A
Università Roma Tre, Roma, Italy.
Stat Med. 2005 Oct 30;24(20):3171-84. doi: 10.1002/sim.2012.
Cost data that arise in the evaluation of health care technologies usually exhibit highly skew, heavy-tailed and, possibly, multi-modal distributions. Distribution-free methods for analysing these data, such as the bootstrap, or those based on the asymptotic normality of sample means, may often lead to inefficient or misleading inferences. On the other hand, parametric models that fit the data (or a transformation of the data) equally well can produce very different answers. We consider a Bayesian approach, and model cost data with a distribution composed of a piecewise constant density up to an unknown endpoint, and a generalized Pareto distribution for the remaining tail.
在医疗技术评估中出现的成本数据通常呈现出高度偏态、重尾且可能是多峰的分布。用于分析这些数据的无分布方法,如自助法,或基于样本均值渐近正态性的方法,往往可能导致低效或误导性的推断。另一方面,同样能很好拟合数据(或数据变换)的参数模型可能会产生非常不同的答案。我们考虑一种贝叶斯方法,并用一个由直至未知端点的分段常数密度和剩余尾部的广义帕累托分布组成的分布对成本数据进行建模。