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Hybrid pairwise-likelihood estimation methods for incomplete longitudinal binary data

机译:不完整纵向二进制数据的混合成对似然估计方法

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摘要

In longitudinal data, missing observations occur commonly with incomplete responses and covariates. Missing data can have a missing not at random' mechanism, a non-monotone missing pattern, and moreover response and covariates can be missing not simultaneously. To avoid complexities in both modelling and computation, a two-stage estimation method and a pairwise-likelihood method are proposed. The two-stage estimation method enjoys simplicities in computation, but incurs more severe efficiency loss. On the other hand, the pairwise approach leads to estimators with better efficiency, but can be cumbersome in computation. In this paper, we develop a compromise method using a hybrid pairwise-likelihood framework. Our proposed approach has better efficiency than the two-stage method, but its computational cost is still reasonable compared to the pairwise approach. The performance of the methods is evaluated empirically by means of simulation studies. Our methods are used to analyse longitudinal data obtained from the National Population Health Study.
机译:在纵向数据中,缺失的观察通常发生在响应和协变量不完整的情况下。丢失的数据可能具有不随机的丢失机制,非单调的丢失模式,并且响应和协变量可能不会同时丢失。为了避免建模和计算的复杂性,提出了一种两阶段估计方法和成对似然法。两阶段估计方法在计算上比较简单,但是会导致更严重的效率损失。另一方面,成对方法会导致估算器具有更高的效率,但计算起来很麻烦。在本文中,我们开发了一种使用混合成对似然框架的折衷方法。我们提出的方法比两阶段方法具有更高的效率,但是与成对方法相比,其计算成本仍然合理。该方法的性能通过模拟研究进行了经验评估。我们的方法用于分析从国家人口健康研究获得的纵向数据。

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