McMahon R P, Proschan M, Geller N L, Stone P H, Sopko G
Maryland Medical Research Institute, Baltimore 21210.
Stat Med. 1994 Apr 30;13(8):859-70. doi: 10.1002/sim.4780130806.
In many chronic diseases, therapy aims to prevent or reduce the frequency of episodes of a disease manifestation, for example cardiac ischaemic episodes or epileptic seizures. Entry criteria for clinical trials typically include a minimum number of episodes within a baseline period, and regression to the mean should be anticipated. The distribution of the number of episodes at follow-up, the statistical power for treatment comparisons, and the difficulty of recruitment will depend on the entry criterion chosen. A gamma-Poisson mixture model is employed to describe the regression to the mean when the entry criterion and outcome measure are counts of discrete events. Sample size formulae which take account of the entry criterion are derived for comparison of mean number of events at follow-up and the proportion of patients with zero events at follow-up. Application of these formulae to screening data from the Asymptomatic Cardiac Ischemia Pilot (ACIP) Study is presented as an example.
在许多慢性疾病中,治疗旨在预防或减少疾病表现发作的频率,例如心脏缺血发作或癫痫发作。临床试验的纳入标准通常包括基线期内的最低发作次数,并且应预期会出现均值回归。随访时发作次数的分布、治疗比较的统计效力以及招募的难度将取决于所选择的纳入标准。当纳入标准和结局指标为离散事件的计数时,采用伽马 - 泊松混合模型来描述均值回归。推导了考虑纳入标准的样本量公式,用于比较随访时事件的平均数量以及随访时无事件患者的比例。作为示例,展示了这些公式在无症状心脏缺血试点(ACIP)研究筛查数据中的应用。