Boussari Olayidé, Romain Gaëlle, Remontet Laurent, Bossard Nadine, Mounier Morgane, Bouvier Anne-Marie, Binquet Christine, Colonna Marc, Jooste Valérie
Dijon-Bourgogne University Hospital, Registre Bourguignon des Cancers Digestifs, Dijon F-21000, France; INSERM, U1231, EPICAD team, Univ Bourgogne-Franche-Comté, UMR 1231, Dijon F-21000, France; LabEX LipSTIC, ANR-11-LABX-0021, Dijon F-21000, France.
Dijon-Bourgogne University Hospital, Registre Bourguignon des Cancers Digestifs, Dijon F-21000, France; INSERM, U1231, EPICAD team, Univ Bourgogne-Franche-Comté, UMR 1231, Dijon F-21000, France.
Cancer Epidemiol. 2018 Apr;53:72-80. doi: 10.1016/j.canep.2018.01.013. Epub 2018 Feb 4.
Cure models have been adapted to net survival context to provide important indicators from population-based cancer data, such as the cure fraction and the time-to-cure. However existing methods for computing time-to-cure suffer from some limitations.
Cure models in net survival framework were briefly overviewed and a new definition of time-to-cure was introduced as the time TTC at which P(t), the estimated covariate-specific probability of being cured at a given time t after diagnosis, reaches 0.95. We applied flexible parametric cure models to data of four cancer sites provided by the French network of cancer registries (FRANCIM). Then estimates of the time-to-cure by TTC and by two existing methods were derived and compared. Cure fractions and probabilities P(t) were also computed.
Depending on the age group, TTC ranged from to 8 to 10 years for colorectal and pancreatic cancer and was nearly 12 years for breast cancer. In thyroid cancer patients under 55 years at diagnosis, TTC was strikingly 0: the probability of being cured was >0.95 just after diagnosis. This is an interesting result regarding the health insurance premiums of these patients. The estimated values of time-to-cure from the three approaches were close for colorectal cancer only.
We propose a new approach, based on estimated covariate-specific probability of being cured, to estimate time-to-cure. Compared to two existing methods, the new approach seems to be more intuitive and natural and less sensitive to the survival time distribution.
治愈模型已被应用于净生存背景,以从基于人群的癌症数据中提供重要指标,如治愈比例和治愈时间。然而,现有的计算治愈时间的方法存在一些局限性。
简要概述了净生存框架下的治愈模型,并引入了治愈时间的新定义,即诊断后给定时间t治愈的估计协变量特异性概率P(t)达到0.95时的时间TTC。我们将灵活的参数治愈模型应用于法国癌症登记网络(FRANCIM)提供的四个癌症部位的数据。然后推导并比较了通过TTC和两种现有方法得出的治愈时间估计值。还计算了治愈比例和概率P(t)。
根据年龄组,结直肠癌和胰腺癌的TTC范围为8至10年,乳腺癌的TTC接近12年。在诊断时年龄小于55岁的甲状腺癌患者中,TTC显著为0:诊断后立即治愈的概率>0.95。这对于这些患者的医疗保险费用来说是一个有趣的结果。仅在结直肠癌中,三种方法得出的治愈时间估计值相近。
我们提出了一种基于估计的协变量特异性治愈概率的新方法来估计治愈时间。与两种现有方法相比,新方法似乎更直观、更自然,并且对生存时间分布的敏感性更低。