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An ensemble survival model for estimating relative residual longevity following stroke: Application to mortality data in the chronic dialysis population

机译:估计卒中后相对剩余寿命的整体生存模型:在慢性透析人群的死亡率数据中的应用

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摘要

Time-dependent covariates can be modeled within the Cox regression framework and can allow both proportional and nonproportional hazards for the risk factor of research interest. However, in many areas of health services research, interest centers on being able to estimate residual longevity after the occurrence of a particular event such as stroke. The survival trajectory of patients experiencing a stroke can be potentially influenced by stroke type (hemorrhagic or ischemic), time of the stroke (relative to time zero), time since the stroke occurred, or a combination of these factors. In such situations, researchers are more interested in estimating lifetime lost due to stroke rather than merely estimating the relative hazard due to stroke. To achieve this, we propose an ensemble approach using the generalized gamma distribution by means of a semi-Markov type model with an additive hazards extension. Our modeling framework allows stroke as a time-dependent covariate to affect all three parameters (location, scale, and shape) of the generalized gamma distribution. Using the concept of relative times, we answer the research question by estimating residual life lost due to ischemic and hemorrhagic stroke in the chronic dialysis population.
机译:可以在Cox回归框架内对时间相关协变量进行建模,并且可以将比例和非比例风险用于研究兴趣的风险因素。但是,在卫生服务研究的许多领域,人们的兴趣集中在能够估计发生特定事件(例如中风)后的剩余寿命。发生中风的患者的生存轨迹可能受到中风类型(出血性或缺血性),中风时间(相对于零时),中风发生后的时间或这些因素的组合的潜在影响。在这种情况下,研究人员更感兴趣的是估计因中风而导致的生命损失,而不仅仅是估计因中风而造成的相对危害。为了实现这一目标,我们提出了一种使用广义伽马分布的集成方法,该方法采用具有附加危险扩展的半马尔可夫类型模型。我们的建模框架允许笔划作为随时间变化的协变量,以影响广义伽玛分布的所有三个参数(位置,比例和形状)。使用相对时间的概念,我们通过估计慢性透析人群中因缺血性和出血性中风而导致的剩余生命损失来回答研究问题。

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