机译:缺失原因的原因特异性危险功能的时变二氧克斯模型分析
Department of Mathematics and Statistics University of North Florida Jacksonville FL 32224 USA;
Department of Mathematics and Statistics University of North Carolina at Charlotte Charlotte NC 28223 USA;
Division of Mathematics and Computer Science University of South Carolina Upstate Spartanburg SC 29303 USA;
University of Washington and Fred Hutchinson Cancer Research Center Seattle Seattle WA 98109 USA;
Augmented inverse probability weighted estimator; Auxiliary variables; Cause-specific hazard function; Competing risks model; Hypothesis testing procedures; Missing causes of failure; Inverse probability weighted estimator; Cox model with time-dependent coefficients; Two-stage augmented inverse probability weighted estimator;
机译:评论“生成生存时间以模拟时变协变量的Cox比例风险模型”
机译:更正:“生成生存时间以模拟具有时变协变量的Cox比例风险模型”
机译:生成生存时间以模拟具有时变协变量的Cox比例风险模型
机译:进化算法应用于泊松,逻辑和Cox比例风险回归分析期间的似然函数最大化
机译:当对二进制时变协变量的变化时间进行间隔检查时,采用一种应用Cox比例风险模型的方法。
机译:生成生存时间以模拟具有时变协变量的Cox比例风险模型
机译:使用Cox比例危险模型与危险功能变化的Cox比例危险模型分析AML(急性髓性白血病)的存活时间