Summer Institute in Statistics and Modeling in Infectious Diseases

传染病统计与建模夏季研究所

• 批准号: 8438481
• 负责人: M Elizabeth Halloran
• 金额: $ 18.26万
• 依托单位: UNIVERSITY OF WASHINGTON
• 依托单位国家: 美国
• 财政年份: 2010
• 资助国家: 美国
• 起止时间: 2010-03-11 至 2014-02-28
• 项目状态: 已结题
• 来源: https://reporter.nih.gov/project-details/8438481
• 关键词: Academia; Advertising; Award; Basic Science; Behavioral; Biological; Biological Models; Biological Process; Biology; Biometry; Collection; Communicable Diseases; Country; Data; Disease; Drug resistance; Education; Educational workshop; Epidemic; Evaluation; Evolution; Faculty; Fred Hutchinson Cancer Research Center; Funding; Genetic; Government; Health; Health Professional; Health Sciences; Human Genetics; Immune response; Immune system; Immunology; Industry; Infectious Disease Immunology; Infectious Diseases Research; Institutes; Institution; International; Intervention; Metabolism; Methods; Modeling; NIH Program Announcements; National Institute of General Medical Sciences; Observational Study; Participant; Physiology; Population; Population Dynamics; Postdoctoral Fellow; Probability; Public Health; Quantitative Genetics; Request for Proposals; Research Design; Research Personnel; Scholarship; Scientist; Statistical Methods; Statistical Models; Students; Time; Training; Travel; Universities; Vaccination; Vaccine Clinical Trial; Vaccines; Washington; base; data modeling; design; disease transmission; drug efficacy; improved; infectious disease evolution; instructor; interest; intervention program; mathematical model; models and simulation; professor; programs; public health relevance; randomized trial; statistics; theories; transmission process

DESCRIPTION (provided by applicant): ABSTRACT Funding is sought for the Summer Institute in Statistics and Modeling in Infectious Diseases (SISMID) at the University of Washington. This proposal specifically requests funds for student / postdoctoral fellow participant scholarships and instructor stipends. The SISMID will be held for the first time in a smaller form in 2009. This proposal requests funds for 2010-2014. The summer program will provide introductory workshops on statistical methods and dynamic modeling in infectious diseases, evaluation of direct and indirect effects of intervention programs, particularly vaccination, causal inference, inference on networks, evolution of drug resistance, and evolutionary phylodynamics. The SISMID also provides an introductory workshop on immunology and biology of infectious diseases for statisticians and other quantitative scientists. Participants will be drawn from academia, industry and government. Instructors are drawn from the University of Washington, Fred Hutchinson Cancer Research Center (FHCRC), industry, and other institutions in the USA and other countries. The SISMID is directed by M. Elizabeth Halloran, Professor of the Department of Biostatistics at the University of Washington and FHCRC. The 2010 version of SISMID will offer the following modules: 1. Infectious Diseases and Immunology; 2. Mathematical Models of Infectious Diseases; 3. Probability and Statistical Inference; 4. MCMC for Infectious Diseases; 5. Design and Analysis of Vaccine Clinical Trials; 6. Stochastic Dynamic Simulation Models; 7. Cluster-Randomized Trials; 8. Inference on Epidemics; 9. Within-Host Modeling of the Immune Response; 10. Evaluating Surrogates of Protection; 11. Network Theory in Infectious Diseases; 12. Causal Inference in Infectious Diseases; 13. Evolutionary Inference and Phylodynamics; 14. Evolution of Drug Resistance 15. Design and Analysis of Observational Studies. This award will support 60 student / postdoctoral fellow participants.

描述（由申请人提供）： 夏季研究所在华盛顿大学的统计和建模（SISMID）领域寻求抽象资金。该提案专门为学生 /博士后参与者奖学金和讲师津贴提供资金。 Sismid将于2009年首次以较小的形式举行。该提案要求2010 - 2014年的资金。夏季计划将提供有关传染病统计方法和动态建模的介绍研讨会，评估干预计划的直接和间接影响，尤其是疫苗接种，因果推断，网络推断，耐药性的进化以及进化的术语动力学。 Sismid还为统计学家和其他定量科学家的传染病的免疫学和生物学提供了一个介绍性研讨会。参与者将从学术界，工业和政府中吸引。来自华盛顿大学，弗雷德·哈钦森癌症研究中心（FHCRC），工业和其他国家的其他机构的讲师。 SISMID由华盛顿大学和FHCRC生物统计学系教授M. Elizabeth Halloran指导。 2010年版的Sismid将提供以下模块：1。传染病和免疫学； 2。传染病的数学模型； 3。概率和统计推断； 4。用于传染病的MCMC； 5。疫苗临床试验的设计和分析； 6。随机动态模拟模型； 7。群集随机试验； 8。推断流行病； 9。免疫反应的内主建模； 10。评估保护替代物； 11。传染病中的网络理论； 12。传染病的因果推断； 13。进化推断和系统动力学； 14。耐药性的演变15。观察研究的设计和分析。该奖项将支持60名学生 /博士后同学。