Statistical Models for Anthrax

炭疽统计模型

• 批准号: 6561227
• 负责人: RONALD S BROOKMEYER
• 金额: $ 24.53万
• 依托单位: JOHNS HOPKINS UNIVERSITY
• 依托单位国家: 美国
• 财政年份: 2002
• 资助国家: 美国
• 起止时间: 2002-09-30 至 2004-08-31
• 项目状态: 已结题
• 来源: https://reporter.nih.gov/project-details/6561227
• 关键词: Bacillus anthracis; anthrax; bacteria infection mechanism; bioterrorism /chemical warfare; clinical research; computer simulation; host organism interaction; human data; mathematical model; pulmonary respiration; respiratory disorder epidemiology; spores; statistics /biometry; technology /technique development

DESCRIPTION (provided by applicant): The objective of this application is to develop statistical models for anthrax outbreaks and the pathogenesis of inhalation anthrax. Because of limited laboratory and field study data on inhalation anthrax relative to other diseases, it is imperative to glean as much information as possible from the available data through development and application of state-of-the-art statistical methods and mathematical and statistical models. There are three specific aims: 1. Develop statistical models for anthrax outbreaks. These models would allow one to estimate the size of an anthrax outbreak, the impact of antimicrobial prophylaxis, the probability that an outbreak has ended, and the likely date cases were exposed to the spores. The methods will be applied to the 2001 U.S anthrax outbreak. The performance and operating characteristics of the methods will be evaluated by computer simulation. The methods will be extended to develop statistical algorithms that could be used to forecast and characterize future anthrax outbreaks. 2. Develop statistical and mathematical models for the incubation period distribution of inhalation anthrax that account for dependence on age and numbers of inhaled spores. These models will be based on reanalysis of the Sverdlovsk outbreak in 1979 as well as other published experimental and field studies. 3. Perform sensitivity analyses to underlying assumptions of the proposed models and methods, and, quantify the statistical error in the results. This work will address sensitivity of the results to the parametric form of the incubation period distribution, confidence interval procedures for parameters, and impact of phenomenon such as resuspension of spores or prolonged spore circulation in the atmosphere. This work will depend on results from specific aims 1 and 2.

描述（由申请人提供）：本申请的目的是开发炭疽暴发和吸入性炭疽发病机制的统计模型。由于与其他疾病相关的吸入性炭疽的实验室和现场研究数据有限，因此必须通过开发和应用最先进的统计方法以及数学和统计模型，从现有数据中收集尽可能多的信息。具体目标有以下三个： 1. 开发炭疽疫情统计模型。这些模型将允许人们估计炭疽爆发的规模、抗菌预防的影响、爆发结束的可能性以及病例接触孢子的可能日期。这些方法将应用于 2001 年美国炭疽疫情。这些方法的性能和操作特性将通过计算机模拟进行评估。这些方法将扩展到开发统计算法，可用于预测和描述未来炭疽疫情的特征。 2. 开发吸入性炭疽潜伏期分布的统计和数学模型，解释对年龄和吸入孢子数量的依赖性。这些模型将基于对 1979 年斯维尔德洛夫斯克疫情的重新分析以及其他已发表的实验和现场研究。 3. 对所提出的模型和方法的基本假设进行敏感性分析，并量化结果中的统计误差。这项工作将解决结果对潜伏期分布的参数形式、参数的置信区间程序以及孢子再悬浮或孢子在大气中长时间循环等现象的影响的敏感性。这项工作将取决于具体目标 1 和 2 的结果。