Survival analysis with uncertain endpoints

被引:22
作者
Snapinn, SM [1 ]
机构
[1] Merck Res Labs, W Point, PA 19486 USA
关键词
bias; Cox regression; endpoint committee; mean squared error; power;
D O I
10.2307/2534008
中图分类号
Q [生物科学];
学科分类号
07 ; 0710 ; 09 ;
摘要
In some survival analysis applications, the endpoint of interest has a degree of uncertainty associated with it. These events are typically classified by the investigator or by an endpoint committee as true or false according to some decision rule, and the analysis proceeds using only the true endpoints. This procedure has two drawbacks: The cutpoint for the decision rule is somewhat arbitrary, and the information contained in the level of certainty is lost. This paper introduces a modification of the Cox regression model that allows all potential endpoints to be included in the analysis along with the level of certainty of each. Simulation results show this procedure to considerably increase the power of the standard procedure in a wide range of situations.
引用
收藏
页码:209 / 218
页数:10
相关论文
共 10 条
[1]  
Cox D. R., 1984, ANAL SURVIVAL DATA
[2]  
COX DR, 1972, J R STAT SOC B, V34, P187
[3]   A 2-STAGE PROCEDURE FOR SURVIVAL STUDIES WITH SURROGATE END-POINTS [J].
FLANDRE, P ;
OQUIGLEY, J .
BIOMETRICS, 1995, 51 (03) :969-976
[4]  
Hanrath P, 1997, CIRCULATION, V96, P1445
[5]  
Hobbs MST, 1997, J CLIN EPIDEMIOL, V50, P3
[6]   USING AUXILIARY VARIABLES FOR IMPROVED ESTIMATES OF SURVIVAL TIME [J].
LAGAKOS, SW .
BIOMETRICS, 1977, 33 (02) :399-404
[7]   STOCHASTIC-MODEL FOR CENSORED-SURVIVAL DATA IN PRESENCE OF AN AUXILIARY VARIABLE [J].
LAGAKOS, SW .
BIOMETRICS, 1976, 32 (03) :551-559
[8]   ON THE REGRESSION-ANALYSIS OF MULTIVARIATE FAILURE TIME DATA [J].
PRENTICE, RL ;
WILLIAMS, BJ ;
PETERSON, AV .
BIOMETRIKA, 1981, 68 (02) :373-379
[9]   NONPARAMETRIC-ESTIMATION OF THE SURVIVAL FUNCTION WHEN CAUSE OF DEATH IS UNCERTAIN [J].
RACINEPOON, AH ;
HOEL, DG .
BIOMETRICS, 1984, 40 (04) :1151-1158
[10]   REGRESSION-ANALYSIS OF MULTIVARIATE INCOMPLETE FAILURE TIME DATA BY MODELING MARGINAL DISTRIBUTIONS [J].
WEI, LJ ;
LIN, DY ;
WEISSFELD, L .
JOURNAL OF THE AMERICAN STATISTICAL ASSOCIATION, 1989, 84 (408) :1065-1073