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Data Science Approaches to Vaccine Effect Analysis: Call for Contributions to a JDS Special Issue

  • 1.  Data Science Approaches to Vaccine Effect Analysis: Call for Contributions to a JDS Special Issue

    Posted 02-11-2022 12:51
    Deadline: June 30, 2022

    Journal of Data Science (http://jds-online.org) invites submissions to
    a special issue on "Data Science Approaches to Vaccine Effect
    Analysis."

    Vaccine is an essential tool for stopping the spread of COVID-19.
    Evaluation of the effectiveness of the vaccines is important for the
    success of vaccines. Vaccine effect analysis consists of assessing the
    efficacy of vaccines in clinical trials and the effectiveness of
    vaccines under real world conditions. The Centers for Disease Control
    and Prevention (CDC)'s guidance on vaccine effectiveness analysis
    include (1) analysis for specific subpopulations, (2) reducing the
    risk of infection, (3) protection against mild COVID-19 illness, (4)
    preventing hospitalization, (5) reducing the spread of illness, (6)
    assessing duration of protection, (7) evaluating the impact of the
    virus new variants, (8) evaluating the effectiveness of a single dose
    and delayed second dose, and (9) evaluating impact of population host
    factors.

    The effect analysis may include two kinds of study designs, (1)
    randomized clinical trials and (2) observational studies. Since the
    infection and progression of COVID-19 are stochastic and dynamic, many
    unknown factors may play an important role, making accurate estimation
    of the vaccine effectiveness a great challenge in both randomized
    clinical trials and population-based observational studies. To
    stimulate discussions, we illustrate (incompletely) some challenges
    and recently developed statistical and machine learning methods for
    treatment effect estimation as follows.

    Methods for clinical trials:

    Recently, some investigators challenged the view that randomization
    implies unconfoundedness and claims that randomization and
    unconfoundedness are two separate concepts. We need further
    validations on both theoretical and numerical analyses about the
    relationships between randomization and unconfoundedness.

    The Cox proportional-hazards model is widely viewed as a causal model
    and used for treatment effect estimation in both randomized clinical
    trials and observational studies. However, some researchers concluded
    that the Cox hazard ratio is not causally interpretable and the Cox
    model still may suffer selection bias.

    Methods for observation data:

    Estimating the vaccine effectiveness in observational data raises two
    principal challenges. First, the treatment assignment mechanism is not
    known a priori. Therefore, there might be confounders, affecting both
    the vaccine and protection outcomes, which lead to selection bias. The
    second challenge is censoring. Censoring might be informative, which
    also may lead to bias.

    Machine learning (ML) methods for estimating the effects of
    treatments, including tree-based methods, the nonparametric Random
    Survival Forest, Bayesian Additive regression trees, Gaussian
    processes and, in particular, neural networks have grown rapidly. To
    address the challenges of selection and censoring biases,
    counterfactual survival analysis has been developed to incorporate
    censoring and balanced representation for individual treatment effect
    (ITE) prediction. These methods can be applied to COVID-19 vaccine
    effect analysis and their merits and limitations need to be
    investigated.

    To overcome the bias of Cox proportional-hazards model, existing
    methods for estimating treatment-specific hazard functions are able to
    address the challenges due to the potential presence of multiple
    sources of covariate shift: (i) non-randomized treatment assignment
    (confounding), (ii) informative censoring, and (iii) event-induced
    covariate shift.

    The effect of the vaccine may depend on the true patient status. The
    true patient status, however, is unknown and hidden. In addition, the
    confounding variables that affect both the potential outcomes and
    treatments are also hidden. The variational auto-encoder (VAE) that
    models the hidden variables can be integrated with the Cox model for
    unbiased treatment effect estimation. VAE-Cox model can be explored
    for COVID-19 vaccine effect analysis.

    We welcome original research articles (methods or computing), case
    studies, tutorials, reviews, and perspective articles. The formats are
    flexible. For example, short opinion or commentary articles are
    welcome regarding misleading discoveries in the literature and
    potential misuses of statistical or data science methods. Such
    articles may be as impactful as full-length research articles.

    Since 2003, Journal of Data Science has published research works on a
    wide range of topics that involve understanding and making effective
    use of field data. The journal has been reformed since July 2020 to
    better serve the data science community in the era of data science.
    Attractive features of the journal are completely free access, fast
    review, and reproducible data science. We look forward to your
    submissions.

    Guest Editors:

    Wenjiang Fu, Department of Mathematics, University of Houston
    Annie Qu, Department of Statistics, University of California, Irvine
    Momiao Xiong, Department of Biostatistics and Data Science, University
    of Texas Health Science Center at Houston