Mould Richard F, Lahanas Michael, Asselain Bernard, Brewster David, Burgers Sjaak A, Damhuis Ronald A M, De Rycke Yann, Gennaro Valerio, Szeszenia-Dabrowska Neonila
Klinikum Offenbach, Strahlenklinik, 66 Starkenburgring, 63069 Offenbach am Main, Germany.
Phys Med Biol. 2004 Sep 7;49(17):3991-4004. doi: 10.1088/0031-9155/49/17/012.
A truncated left-censored and right-censored lognormal model has been validated for representing pleural mesothelioma survival times in the range 5-200 weeks for data subsets grouped by age for males, 40-49, 50-59, 60-69, 70-79 and 80+ years and for all ages combined for females. The cases available for study were from Europe and USA and totalled 5580. This is larger than any other pleural mesothelioma cohort accrued for study. The methodology describes the computation of reference baseline probabilities, 5-200 weeks, which can be used in clinical trials to assess results of future promising treatment methods. This study is an extension of previous lognormal modelling by Mould et al (2002 Phys. Med. Biol. 47 3893-924) to predict long-term cancer survival from short-term data where the proportion cured is denoted by C and the uncured proportion, which can be represented by a lognormal, by (1 - C). Pleural mesothelioma is a special case when C = 0.
一种截断的左删失和右删失对数正态模型已得到验证,可用于表示按年龄分组的男性(40 - 49岁、50 - 59岁、60 - 69岁、70 - 79岁和80岁及以上)以及所有年龄合并的女性的数据子集中5至200周的胸膜间皮瘤生存时间。可供研究的病例来自欧洲和美国,总数为5580例。这比任何其他为研究而积累的胸膜间皮瘤队列都要大。该方法描述了5至200周参考基线概率的计算,可用于临床试验以评估未来有前景的治疗方法的结果。本研究是Mould等人(2002年,《物理学医学与生物学》47卷,3893 - 3924页)之前对数正态建模的扩展,用于从短期数据预测长期癌症生存,其中治愈比例用C表示,未治愈比例用(1 - C)表示,可由对数正态分布表示。当C = 0时,胸膜间皮瘤是一种特殊情况。