This student seminar will be a collection of ENAR practice talks from JoAnna Scott, Rebecca Hubbard, and Leslie Taylor. Each talk will be approximately 15 minutes long.
JoAnna Scott
Title: Vaccine Efficacy Trials using Stepped Wedge Design
Abstract: There have been many changes in the way that the effectiveness of a vaccine has been evaluated, in particular for HIV vaccine trials. Of note have been the Test of Concept or Phase IIB trials, seen recently in the STEP 502 and 503 trials. These designs leads to some interesting questions regarding what the next step should be if these trials show were to show efficacy. The Stepped Wedge design is a useful trial design that can be very effective in addressing the issues that would occur if the Phase IIB trials were efficacious. In the Stepped Wedge design, time when an intervention is introduced is randomized and all clusters will eventually receive the intervention. For this talk, I will discuss how the Stepped Wedge design is a useful one for vaccine efficacy trials and I also will discuss different methods for estimating and testing vaccine efficacy within a Stepped Wedge cluster randomized trial.
Rebecca Hubbard
Modeling risk factors for Alzheimer’s disease progression using a
non-homogeneous Markov process
Identifying individuals at high risk of developing Alzheimer’s
disease (AD) is important for understanding the natural history of the disease
and effectively targeting interventions. Subjects suffering from mild cognitive
impairment (MCI) are one group with high probability of progression to AD.
Estimating rate of progression from normal cognition to MCI and AD is
challenging because cognitive status is ascertained only at irregular follow-up
times giving rise to interval censored data.
Moreover, progression rates are known to be non-constant with respect to age.
Markov process models are useful for characterizing transition rates in multi-state disease processes with interval censoring. However, limited methods exist for temporally non-homogeneous multi-state processes. We propose a non-homogeneous Markov process model to characterize transitions between disease states defined by normal cognition, MCI, AD, and death. Risk factors for increased rates of transition are introduced via a regression model for
elements of the baseline transition intensity matrix. We apply this model to a longitudinal study of subjects evaluated at the Alzheimer s Disease Centers.
Leslie Taylor
Dealing with noncompliance and nonresponse in a clustered
encouragement design study.
Well-designed randomized clinical trials are a powerful tool for
investigating causal treatment effects, but in human trials there are
oftentimes problems of noncompliance. This is particularly a problem in
encouragement design studies, where encouragement to take the treatment, rather
than the treatment itself, is randomized. We consider a ‘clustered
encouragement design’, meaning that the randomization is at the level of the
clusters (e.g. physicians), but the compliance with assignment is at the level
of the units (e.g. patients) within clusters (Frangakis et al. 2002).
Furthermore, there is a problem of outcome nonresponse, as is typical in most
clinical trials. Frangakis et al. (2002) proposed a Bayesian methodology for
causal inference in a clustered encouragement design setting. We extend their
setting to one in which there is outcome nonresponse, and we propose an
alternative approach to