Linking transmission models and data analysis in infectious disease epidemiology

将传染病流行病学中的传播模型和数据分析联系起来

• 批准号: 7540650
• 负责人: Eben Kenah
• 金额: $ 4.48万
• 依托单位: UNIVERSITY OF WASHINGTON
• 依托单位国家: 美国
• 财政年份: 2008
• 资助国家: 美国
• 起止时间: 2008-09-01 至 2011-08-31
• 项目状态: 已结题
• 来源: https://reporter.nih.gov/project-details/7540650
• 关键词: Accounting; Affect; Bangladesh; Behavior; Chronic Disease; Communicable Diseases; Complex; Condition; Cross-Over Studies; Data; Data Analyses; Data Set; Databases; Disease; Epidemic; Epidemiologist; Epidemiology; Event; Fellowship; Future; Goals; Infection; Infectious Disease Epidemiology; Intervention; Intervention Trial; Knowledge; Lead; Learning; Link; Measures; Methods; Modeling; Predisposition; Procedures; Property; Public Health; Randomized; Research; Research Design; Sampling; Standards of Weights and Measures; Statistical Methods; Survival Analysis; Techniques; Testing; Time; Uncertainty; Universities; Vaccines; Washington; Work; analytical method; base; behavior test; case control; cohort; computer program; data modeling; design; desire; disease transmission; geographic difference; international center; optimism; simulation; tool; transmission process

DESCRIPTION (provided by applicant): Infectious disease epidemiology uses statistical methods borrowed largely from chronic disease epidemiology. These methods treat infections as independent events, ignoring the defining feature of infectious disease. Our research attempts to link stochastic epidemic models to the analysis of infectious disease data, including study design and causal inference. Throughout this project, we intend to apply the methods we develop to previous and ongoing research at the University of Washington and the International Centre for Diarrhoeal Disease Research, Bangladesh (ICDDR.B). We must learn what is important to measure and then learn how to measure it. By developing methods for the analysis of stochastic epidemic models, we hope to distinguish between robust and parameter-sensitive behaviors of infectious diseases. We will then adapt methods from survival analysis to likelihoods derived from transmission models to develop methods for point estimation and hypothesis testing that account for the transmission of disease. Through simulation, we can investigate the behavior of these tests and estimators in situations common in real-world infectious disease data, such as unobserved infection times, asymptomatic infections, and seasonal or geographic variation. Since disease transmission can lead to complex time-dependent confounding, we must learn to identify situations where non-standard techniques of controlling confounding are necessary and adapt them specifically for infectious disease epidemiology. Finally, we will adapt cohort, case-control, and case-crossover study designs to obtain valid and efficient estimates of the effects of exposures on infectiousness, susceptibility, and other aspects of disease transmission, and we will explore new designs and randomization procedures for vaccine and intervention trials. Once adequately developed, all of these methods need to be implemented in computer programs that are accessible to epidemiologists, biostatisticians, and other public health practitioners. Despite the optimism of the mid-twentieth century, infectious diseases remain a tremendous burden and threat to public health worldwide. By developing methods for study design and statistical analysis that account for the transmission of disease, we hope to provide future epidemiologists and biostatisticians with tools for a much more detailed and accurate analysis of the mechanisms by which exposures and interventions affect the spread of infections. Detailed, place-specific knowledge of these mechanisms will allow more timely and effective local interventions, ultimately protecting global public health.

描述（由申请人提供）：传染病流行病学使用统计方法主要从慢性疾病流行病学借用。这些方法将感染视为独立事件，忽略了传染病的定义特征。我们的研究试图将随机流行模型与传染病数据的分析联系起来，包括研究设计和因果推断。在整个项目中，我们打算将我们开发的方法应用于华盛顿大学和孟加拉国国际腹泻疾病研究中心（ICDDR.B）的先前和正在进行的研究。我们必须学习测量重要的内容，然后学习如何测量它。通过开发分析随机流行模型的方法，我们希望区分传染病的鲁棒和参数敏感行为。然后，我们将适应从传播模型得出的生存分析的可能性，从而开发出解释疾病传播的点估计和假设检验的方法。通过模拟，我们可以研究这些测试和估计量在现实世界中传染病数据中常见的情况，例如未观察到的感染时间，无症状感染以及季节性或地理变异。由于疾病的传播可能导致时间依赖性的混杂，因此我们必须学会确定需要控制混淆技术的情况，并专门针对感染性疾病流行病学。最后，我们将适应队列，病例对照和案例切断的研究设计，以获得有关暴露对传染性，易感性和疾病传播其他方面的影响的有效估算，我们将探索疫苗和干预试验的新设计和随机化程序。一旦充分开发，所有这些方法都需要在流行病学家，生物统计学家和其他公共卫生从业人员可以访问的计算机程序中实施。尽管有二十世纪中叶的乐观情绪，但传染病仍然是全世界公共卫生的巨大负担和威胁。通过开发研究设计和统计分析的方法，这些方法解释了疾病的传播，我们希望为未来的流行病学家和生物统计学家提供工具，以对暴露和干预影响感染传播的机制进行更详细，更准确的分析。这些机制的详细，特定的知识将允许更及时有效的本地干预措施，最终保护全球公共卫生。