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Assessing Sexual Attitudes and Behaviors of Young Women: A Joint Model with Nonlinear Time Effects Time Varying Covariates and Dropouts

机译:评估年轻女性的性态度和行为:具有非线性时间效应时变协变量和辍学的联合模型

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摘要

Understanding human sexual behaviors is essential for the effective prevention of sexually transmitted infections. Analysis of longitudinally measured sexual behavioral data, however, is often complicated by zero-inflation of event counts, nonlinear time trend, time-varying covariates, and informative dropouts. Ignoring these complicating factors could undermine the validity of the study findings. In this paper, we put forth a unified joint modeling structure that accommodates these features of the data. Specifically, we propose a pair of simultaneous models for the zero-inflated event counts: Each of these models contains an auto-regressive structure for the accommodation of the effect of recent event history, and a nonparametric component for the modeling of nonlinear time effect. Informative dropout and time varying covariates are modeled explicitly in the process. Model fitting and parameter estimation are carried out in a Bayesian paradigm by the use of a Markov Chain Monte Carlo (MCMC) method. Analytical results showed that adolescent sexual behaviors tended to evolve nonlinearly over time and they were strongly influenced by the day-to-day variations in mood and sexual interests. These findings suggest that adolescent sex is to a large extent driven by intrinsic factors rather than being compelled by circumstances, thus highlighting the need of education on self protective measures against infection risks.
机译:了解人类的性行为对于有效预防性传播感染至关重要。然而,纵向计数的性行为数据的分析通常因事件计数的零膨胀,非线性时间趋势,时变协变量和信息缺失而变得复杂。忽略这些复杂因素可能会破坏研究结果的有效性。在本文中,我们提出了一个统一的联合建模结构,以适应数据的这些特征。具体来说,我们为零膨胀事件计数提出了一对同时模型:这些模型中的每个模型都包含一个用于适应最近事件历史影响的自回归结构,以及一个用于建模非线性时间影响的非参数组件。在此过程中,显式建模了信息缺失和时变协变量。通过使用马尔可夫链蒙特卡洛(MCMC)方法在贝叶斯范式中进行模型拟合和参数估计。分析结果表明,青少年的性行为会随着时间的流逝非线性地发展,并且受到情绪和性兴趣的日常变化的强烈影响。这些发现表明,青少年时期的性行为在很大程度上是由内在因素驱动的,而不是由环境所强迫的,因此,强调了对接受自我保护措施进行感染风险教育的必要性。

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