1型糖尿病青少年家庭亲子关系的感知增强隐马尔可夫模型

IF 0.4 Q4 MATHEMATICAL & COMPUTATIONAL BIOLOGY
Statistics in Biosciences Pub Date : 2023-04-01 Epub Date: 2022-12-30 DOI:10.1007/s12561-022-09360-8
Ruijin Lu, Tonja R Nansel, Zhen Chen
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引用次数: 0

摘要

在青少年1型糖尿病患者中,坚持药物治疗方案需要父母和孩子双方的参与。在糖尿病家庭管理(FMOD)试验中,临床综合行为干预被证明在控制血糖水平恶化方面是有效的;然而,其机制尚不清楚。这种效果可能是通过改善亲子关系来实现的。为了研究干预是否能改善亲子关系,我们提出了一种新的方法,允许父母和孩子对未观察到的亲子关系有不同的看法。利用从FMOD试验中收集的父母和孩子的宣言数据,提出的方法通过插入一层特定于父母和孩子的隐藏状态来扩展标准的隐马尔可夫模型。我们从贝叶斯的角度进行估计,并开发了一种有效的计算算法来从关节后验分布中抽样。进行了大量的仿真来验证所提出的建模框架的性能。对FMOD试验数据的应用表明,干预组的家庭更有可能保持在和谐的亲子关系状态,而不太可能从和谐状态过渡到冷漠状态。与父母相比,孩子对亲子关系的认知往往更为异质。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

A Perception-Augmented Hidden Markov Model for Parent-Child Relations in Families of Youth with Type 1 Diabetes.

A Perception-Augmented Hidden Markov Model for Parent-Child Relations in Families of Youth with Type 1 Diabetes.

A Perception-Augmented Hidden Markov Model for Parent-Child Relations in Families of Youth with Type 1 Diabetes.

A Perception-Augmented Hidden Markov Model for Parent-Child Relations in Families of Youth with Type 1 Diabetes.

In youth with Type 1 diabetes, adherence to medical treatment regimens requires the involvement of both parent and child. A clinic-integrated behavioral intervention in the Family Management of Diabetes (FMOD) trial was shown to be effective in controlling deterioration in glycemic level; yet the mechanism remains unknown. It is possible that the effectiveness is through improved Parent-Child relation. To investigate whether the intervention improves Parent-Child relations, we proposed a novel approach that allows differential perceptions of parent and child toward the unobserved Parent-Child relationship. Leveraging manifesto data collected from both parent and child in the FMOD trial, the proposed approach extended a standard hidden Markov model by inserting a layer of parent- and child-specific hidden states. We took a Bayesian perspective to estimation and developed an efficient computational algorithm to sample from the joint posterior distribution. Extensive simulations were conducted to demonstrate the performance of the proposed modeling framework. Application to the FMOD trial data reveals that families in the intervention arm are more likely to stay in the Harmonious Parent-Child relation state and less likely to transition from Harmonious to Indifferent state. Compared to parent, child tends to have a more heterogeneous perception of the Parent-Child relation.

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来源期刊
Statistics in Biosciences
Statistics in Biosciences MATHEMATICAL & COMPUTATIONAL BIOLOGY-
CiteScore
2.00
自引率
0.00%
发文量
28
期刊介绍: Statistics in Biosciences (SIBS) is published three times a year in print and electronic form. It aims at development and application of statistical methods and their interface with other quantitative methods, such as computational and mathematical methods, in biological and life science, health science, and biopharmaceutical and biotechnological science. SIBS publishes scientific papers and review articles in four sections, with the first two sections as the primary sections. Original Articles publish novel statistical and quantitative methods in biosciences. The Bioscience Case Studies and Practice Articles publish papers that advance statistical practice in biosciences, such as case studies, innovative applications of existing methods that further understanding of subject-matter science, evaluation of existing methods and data sources. Review Articles publish papers that review an area of statistical and quantitative methodology, software, and data sources in biosciences. Commentaries provide perspectives of research topics or policy issues that are of current quantitative interest in biosciences, reactions to an article published in the journal, and scholarly essays. Substantive science is essential in motivating and demonstrating the methodological development and use for an article to be acceptable. Articles published in SIBS share the goal of promoting evidence-based real world practice and policy making through effective and timely interaction and communication of statisticians and quantitative researchers with subject-matter scientists in biosciences.
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