Département des Maladies Chroniques et des Traumatismes, Institut de veille sanitaire, St-Maurice, France.
Stat Methods Med Res. 2010 Oct;19(5):463-86. doi: 10.1177/0962280209359848. Epub 2010 Mar 15.
This work presents a brief overview of Markov models in cancer screening evaluation and focuses on two specific models. A three-state model was first proposed to estimate jointly the sensitivity of the screening procedure and the average duration in the preclinical phase, i.e. the period when the cancer is asymptomatic but detectable by screening. A five-state model, incorporating lymph node involvement as a prognostic factor, was later proposed combined with a survival analysis to predict the mortality reduction associated with screening. The strengths and limitations of these two models are illustrated using data from French breast cancer service screening programmes. The three-state model is a useful frame but parameter estimates should be interpreted with caution. They are highly correlated and depend heavily on the parametric assumptions of the model. Our results pointed out a serious limitation to the five-state model, due to implicit assumptions which are not always verified. Although it may still be useful, there is a need for more flexible models. Over-diagnosis is an important issue for both models and induces bias in parameter estimates. It can be addressed by adding a non-progressive state, but this may provide an uncertain estimation of over-diagnosis. When the primary goal is to avoid bias, rather than to estimate over-diagnosis, it may be more appropriate to correct for over-diagnosis assuming different levels in a sensitivity analysis. This would be particularly relevant in a perspective of mortality reduction estimation.
本文简要概述了癌症筛查评估中的马尔可夫模型,并重点介绍了两种特定的模型。首先提出了一个三状态模型,用于联合估计筛查程序的敏感性和临床前期的平均持续时间,即癌症无症状但可通过筛查检测到的时期。后来,结合生存分析提出了一个五状态模型,将淋巴结受累作为预后因素,用于预测与筛查相关的死亡率降低。使用来自法国乳腺癌服务筛查计划的数据说明了这两种模型的优缺点。三状态模型是一个有用的框架,但参数估计应谨慎解释。它们高度相关,并且严重依赖于模型的参数假设。我们的结果指出了五状态模型的一个严重限制,这是由于隐含的假设并不总是得到验证。尽管它可能仍然有用,但需要更灵活的模型。过度诊断是两种模型都存在的一个重要问题,会导致参数估计产生偏差。通过添加一个非进展状态可以解决这个问题,但这可能会对过度诊断的估计产生不确定性。当主要目标是避免偏差而不是估计过度诊断时,在敏感性分析中假设不同水平进行过度诊断校正可能更为合适。这在估计死亡率降低的角度下尤为相关。