We develop new statistical methods for investigation and scale-up of HIV prevention interventions. Challenges arise from the complex dependencies that characterize data from HIV prevention research studies, reflecting the spread of HIV along the sexual contact networks we consider. The data generated from both randomized and observational studies include HIV incidence in different subpopulations, self-reported behavior regarding partner selection, and viral genetic sequences. Such data are likely to be incomplete because of failure to locate intended participants, denial of consent, and dropout. Furthermore even complete data would not allow networks to be fully characterized, or viral genetic linkage analyses to be conducted with certainty. Our methods are intended to make maximal use of incomplete information to estimate quantities that will be useful in guiding scale-up of successful interventions. These include not only the randomized effects of interventions, but also expected effects under policies of delivering them in ways that are likely to be used practice. Optimal scale-up requires knowledge of where and in which populations the interventions succeeded (fully or partially) and to identify factors, such as network features, that predict success. To investigate these questions, we extend methods developed in the first grant period for investigation of viral genetic linkage of incident and prevalent HIV infections. Such linkage provides information about the extent to which new infections arise from strains circulating within or across subpopulations defined by demographic factors, such as age, gender, and residence. It also provides insight into HIV transmission dynamics, such as identifying bridge populations that facilitate entry of HIV into new populations and the impact of interventions on such spread. During the first grant period, we focused on cross-sectional data collected in single villages; here we consider data collected across multiple villages over time that permit investigation of spatio-temporal HIV dynamics. Building on existing network theory and our own prior work, we also propose new methods to investigate how best to use prevention interventions to functionally fragment sexual contact networks and thereby impede epidemic spread.

Public Health Relevance

Development of analytical methods is targeted to estimate quantities that will help guide policies regarding how best to target HIV prevention interventions, choose among them, and prioritize resources for their scale-up. We also describe application of new methods to data from HIV prevention research studies that may be incomplete because of denial of consent, dropout, or other mechanisms.

Agency
National Institute of Health (NIH)
Institute
National Institute of Allergy and Infectious Diseases (NIAID)
Type
Method to Extend Research in Time (MERIT) Award (R37)
Project #
5R37AI051164-17
Application #
9604303
Study Section
Special Emphasis Panel (NSS)
Program Officer
Gezmu, Misrak
Project Start
2015-12-01
Project End
2020-11-30
Budget Start
2018-12-01
Budget End
2020-11-30
Support Year
17
Fiscal Year
2019
Total Cost
Indirect Cost
Name
Harvard University
Department
Biostatistics & Other Math Sci
Type
Schools of Public Health
DUNS #
149617367
City
Boston
State
MA
Country
United States
Zip Code
02115
Hitchings, Matt D T; Lipsitch, Marc; Wang, Rui et al. (2018) Competing Effects Of Indirect Protection And Clustering On The Power Of Cluster-Randomized Controlled Vaccine Trials. Am J Epidemiol :
Goyal, Ravi; De Gruttola, Victor (2018) Inference on network statistics by restricting to the network space: applications to sexual history data. Stat Med 37:218-235
Carnegie, Nicole Bohme (2018) Effects of contact network structure on epidemic transmission trees: implications for data required to estimate network structure. Stat Med 37:236-248
Oldenburg, Catherine E; Seage, George R; Tanser, Frank et al. (2018) Antiretroviral Therapy and Mortality in Rural South Africa: A Comparison of Causal Modeling Approaches. Am J Epidemiol :
Marden, Jessica R; Wang, Linbo; Tchetgen, Eric J Tchetgen et al. (2018) Implementation of Instrumental Variable Bounds for Data Missing Not at Random. Epidemiology 29:364-368
Dutta, Ritabrata; Mira, Antonietta; Onnela, Jukka-Pekka (2018) Bayesian inference of spreading processes on networks. Proc Math Phys Eng Sci 474:20180129
Naimi, Ashley I; Balzer, Laura B (2018) Stacked generalization: an introduction to super learning. Eur J Epidemiol 33:459-464
Balzer, Laura B; Zheng, Wenjing; van der Laan, Mark J et al. (2018) A new approach to hierarchical data analysis: Targeted maximum likelihood estimation for the causal effect of a cluster-level exposure. Stat Methods Med Res :962280218774936
Gurmu, Yared; Qian, Jing; De Gruttola, Victor (2018) A Sexual Partnership Duration: Characterizing Sampling Conditions That Permit unbiased Estimation of Survivorship and Effect on It of Covariates. Res Rev J Stat Math Sci 4:22-35
Turner, Elizabeth L; Prague, Melanie; Gallis, John A et al. (2017) Review of Recent Methodological Developments in Group-Randomized Trials: Part 2-Analysis. Am J Public Health 107:1078-1086

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