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Evaluating the performance of spatio-temporal Bayesian models in disease mapping

机译:评估时空贝叶斯模型在疾病制图中的性能

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In the last few decades there has been an improvement in the statistical methods used to display the geographical patterns of mortality and disease incidence. These methods consider spatial models to smooth the classical standardized mortality ratio (SMR). Nowadays, interest relies on extending these spatial models to incorporate time trends and spatio-temporal interactions due to the availability of historical high quality mortality registers recorded during the last 20 years. In this work, alternative Bayesian spatio-temporal models are fitted using MCMC techniques. The performance of these models is analyzed through a simulation study with two objectives in mind: the first one is to evaluate the relative bias and relative standard error of the posterior mean relative risks, and the second one is to investigate recent Bayesian decision rules to detect raised-risk areas in a spatio-temporal context. The simulation study is based on mortality data due to colbrectal cancer in males from Navarra, Spain, corresponding to four 5-year time windows. When there are a number of high-risk areas in some of the time periods we conclude that the bias of the posterior mean relative risks could be substantial. The decision rules to detect these high-risk areas should be determined with caution. A final rule combining alternative threshold and cutoff values for the different time periods seems to be needed.
机译:在过去的几十年中,用于显示死亡率和疾病发病率的地理模式的统计方法有了改进。这些方法考虑了空间模型,以平滑经典的标准化死亡率(SMR)。如今,由于过去20年中记录的历史高质量死亡率记录器的可用性,人们的兴趣在于扩展这些空间模型以纳入时间趋势和时空相互作用。在这项工作中,使用MCMC技术拟合了其他贝叶斯时空模型。通过模拟研究分析了这些模型的性能,并牢记了两个目标:第一个目标是评估后平均相对风险的相对偏差和相对标准误差,第二个目标是研究最新的贝叶斯决策规则以检测时空背景下的高风险地区。该模拟研究基于西班牙纳瓦拉男性因结肠直肠癌而导致的死亡率数据,对应于四个5年时间窗。当在某些时间段中存在多个高风险区域时,我们得出结论,后验平均相对风险的偏差可能很大。确定这些高风险区域的决策规则应谨慎确定。似乎需要结合不同时间段的替代阈值和截止值的最终规则。

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