Gilks W R, Gore S M, Bradley B A
Transplantation. 1986 Jul;42(1):46-9. doi: 10.1097/00007890-198607000-00009.
Stratified proportional hazards regression is described as a method of estimating multifactorially preoperative factor effects on graft survival--and, at the same time, making due allowances for unknown transplant-center-specific influences. The multifactorial aspect of the method overcomes the biases inherent in analyzing transplant survival data one factor at a time, and stratification allows the data from many centers to be used simultaneously without the dangers associated with simple pooling of data from many sources. The proportionality and regression assumptions implicit in the method enable the data to be used efficiently, but must be validated on the data. Methods by which these assumptions may be relaxed are described--in particular, the stratified piece-wise proportional hazards regression method.
分层比例风险回归被描述为一种估计术前多因素对移植物存活影响的方法,同时充分考虑未知的移植中心特异性影响。该方法的多因素特性克服了一次分析一个因素的移植存活数据时固有的偏差,分层允许同时使用来自多个中心的数据,而不会出现简单汇总来自多个来源的数据所带来的风险。该方法中隐含的比例性和回归假设使数据能够得到有效利用,但必须在数据上进行验证。文中描述了放宽这些假设的方法,特别是分层分段比例风险回归方法。