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Regression analysis of interval censored and doubly truncated data with linear transformation models

机译:线性变换模型对区间删失和加倍截断数据的回归分析

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摘要

Doubly truncated data appear in a number of applications, including astronomy and survival analysis. For double-truncated data, the lifetime T is observable only when U ≤ T ≤ V, where U and V are the left-truncated and right-truncated time, respectively. In some situation, the lifetime T also suffers interval censoring. This paper considers the estimation of regression parameters under linear transformation models, in the presence of interval-censored and doubly truncated (ICDT) data. It is demonstrated that the approach of Zhang et al. (Can J Stat 33:61-70, 2005) can be extended to analyze ICDT data. The asymptotic properties of the proposed estimator are discussed. A simulation study is conducted to investigate the performance of the proposed estimator.
机译:截断的数据出现在许多应用中,包括天文学和生存分析。对于双截断的数据,仅当U≤T≤V时才可以观察到生存期T,其中U和V分别是左截断时间和右截断时间。在某些情况下,寿命T也受到间隔检查。本文考虑在存在区间删节和双重截断(ICDT)数据的情况下,线性变换模型下回归参数的估计。这证明了张等人的方法。 (Can J Stat 33:61-70,2005)可以扩展为分析ICDT数据。讨论了所提出估计量的渐近性质。进行了仿真研究,以研究所提出的估计器的性能。

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