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A tractable method to account for high-dimensional nonignorable missing data in intensive longitudinal data

机译:一种解释强度纵向数据中的高维非无可商丢失数据的贸易方法

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摘要

Despite the need for sensitivity analysis to nonignorable missingness in intensive longitudinal data (ILD), such analysis is greatly hindered by novel ILD features, such as large data volume and complex nonmonotonic missing-data patterns. Likelihood of alternative models permitting nonignorable missingness often involves very high-dimensional integrals, causing curse of dimensionality and rendering solutions computationally prohibitive to obtain. We aim to overcome this challenge by developing a computationally feasible method, nonlinear indexes of local sensitivity to nonignorability (NISNI). We use linear mixed effects models for the incomplete outcome and covariates. We use Markov multinomial models to describe complex missing-data patterns and mechanisms in ILD, thereby permitting missingness probabilities to depend directly on missing data. Using a second-order Taylor series to approximate likelihood under nonignorability, we develop formulas and closed-form expressions for NISNI. Our approach permits the outcome and covariates to be missing simultaneously, as is often the case in ILD, and can capture U-shaped impact of nonignorability in the neighborhood of the missing at random model without fitting alternative models or evaluating integrals. We evaluate performance of this method using simulated data and real ILD collected by the ecological momentary assessment method.
机译:尽管需要对强化纵向数据(ILD)的非无知缺失的敏感性分析,但这种分析受到新的ILD特征的影响,例如大数据量和复杂的非单调缺失数据模式。替代模型的可能性允许不可能丢失的缺失往往涉及非常高维积分,导致维度和渲染解决方案的诅咒计算地禁止获得。我们的目标是通过开发一种计算可行方法,局部敏感性的非线性指标(NISNI)来克服这一挑战。我们使用线性混合效果模型来实现不完整的结果和协变量。我们使用Markov多项式模型来描述ILD中的复杂缺失数据模式和机制,从而允许缺失概率直接依赖于缺失数据。使用二阶泰勒系列以近似象限性的近似可能性,我们开发Nisni的公式和闭合形式表达。我们的方法允许同时丢失的结果和协变量,正如ILD中的常规情况一样,并且可以在随机模型的随机模型中捕获缺失附近的U形影响,而无需配合替代模型或评估积分。我们使用生态瞬时评估方法收集的模拟数据来评估该方法的性能。

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