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Thomas J. Diciccio

Thomas J. Diciccio

· Associate ProfessorVerified

Cornell University · Industrial and Labor Relations

Active 1984–2022

h-index33
Citations8.2k
Papers1027 last 5y
Funding$152k
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About

Thomas J. Diciccio is an Associate Professor in the Department of Statistics and Data Science at the School of Industrial and Labor Relations, Cornell University. He has held faculty positions at McMaster University, the University of Toronto, and Stanford University prior to his current appointment. His teaching primarily focuses on statistical methodology for the social sciences at the undergraduate level. His research broadly involves higher-order methods for accurate statistical inference, achieved through asymptotic, computer-intensive, and Bayesian methods. His areas of application include linear models, skew distributions, and time series, contributing to the development of statistical techniques for social science research.

Research topics

  • Virology
  • Mathematics education
  • Medicine
  • Computer Science
  • Psychology
  • Medical education
  • Mathematics
  • Algorithm
  • Engineering
  • Statistics

Selected publications

  • Confidence Intervals for Seroprevalence

    Statistical Science · 2022-06-22 · 7 citations

    article1st authorCorresponding

    This paper concerns the construction of confidence intervals in standard seroprevalence surveys. In particular, we discuss methods for constructing confidence intervals for the proportion of individuals in a population infected with a disease using a sample of antibody test results and measurements of the test’s false positive and false negative rates. We begin by documenting erratic behavior in the coverage probabilities of standard Wald and percentile bootstrap intervals when applied to this problem. We then consider two alternative sets of intervals constructed with test inversion. The first set of intervals are approximate, using either asymptotic or bootstrap approximation to the finite-sample distribution of a chosen test statistic. We consider several choices of test statistic, including maximum likelihood estimators and generalized likelihood ratio statistics. We show with simulation that, at empirically relevant parameter values and sample sizes, the coverage probabilities for these intervals are close to their nominal level and are approximately equi-tailed. The second set of intervals are shown to contain the true parameter value with probability at least equal to the nominal level, but can be conservative in finite samples.

  • Confidence Intervals for Seroprevalence

    arXiv (Cornell University) · 2021-03-27

    preprintOpen access1st authorCorresponding

    This paper concerns the construction of confidence intervals in standard seroprevalence surveys. In particular, we discuss methods for constructing confidence intervals for the proportion of individuals in a population infected with a disease using a sample of antibody test results and measurements of the test's false positive and false negative rates. We begin by documenting erratic behavior in the coverage probabilities of standard Wald and percentile bootstrap intervals when applied to this problem. We then consider two alternative sets of intervals constructed with test inversion. The first set of intervals are approximate, using either asymptotic or bootstrap approximation to the finite-sample distribution of a chosen test statistic. We consider several choices of test statistic, including maximum likelihood estimators and generalized likelihood ratio statistics. We show with simulation that, at empirically relevant parameter values and sample sizes, the coverage probabilities for these intervals are close to their nominal level and are approximately equi-tailed. The second set of intervals are shown to contain the true parameter value with probability at least equal to the nominal level, but can be conservative in finite samples.

  • Learning during the COVID-19 pandemic: It is not who you teach, but how you teach

    Economics Letters · 2021 · 150 citations

    • Computer Science
    • Psychology
    • Medical education
  • Exact tests via multiple data splitting

    Statistics & Probability Letters · 2020 · 33 citations

    • Mathematics
    • Statistics
    • Algorithm
  • Learning during the COVID-19 Pandemic: It Is Not Who You Teach, but How You Teach

    RePEc: Research Papers in Economics · 2020-01-01 · 1 citations

    preprint

    We use standardized end-of-course knowledge assessments to examine student learning during the disruptions induced by the COVID-19 pandemic. Examining seven economics courses taught at four US R1 institutions, we find that students performed substantially worse, on average, in Spring 2020 when compared to Spring or Fall 2019. We find no evidence that the effect was driven by specific demographic groups. However, our results suggest that teaching methods that encourage active engagement, such as the use of small group activities and projects, played an important role in mitigating this negative effect. Our results point to methods for more effective online teaching as the pandemic continues.

  • Learning During the COVID-19 Pandemic: It is Not Who You Teach, But How You Teach

    SSRN Electronic Journal · 2020 · 20 citations

    • Mathematics education
    • Medical education
    • Psychology
  • Learning During the COVID-19 Pandemic: It Is Not Who You Teach, but How You Teach

    National Bureau of Economic Research · 2020-10-01 · 24 citations

    reportOpen access

    We use standardized end-of-course knowledge assessments to examine student learning during the disruptions induced by the COVID-19 pandemic. Examining seven economics courses taught at four US R1 institutions, we find that students performed substantially worse, on average, in Spring 2020 when compared to Spring or Fall 2019. We find no evidence that the effect was driven by specific demographic groups. However, our results suggest that teaching methods that encourage active engagement, such as the use of small group activities and projects, played an important role in mitigating this negative effect. Our results point to methods for more effective online teaching as the pandemic continues.

  • DIFFUSION OF INNOVATION IN SUSTAINABLE BUILDING PRACTICES AND THE ROLE OF STAKEHOLDERS

    Journal of Green Building · 2018-01-01 · 8 citations

    articleSenior author

    ABSTRACT The stakeholder network in a building project can influence the process of adopting sustainable building practice. Complexity of construction projects calls for integrated modes of collaboration, while the excess inertia among stakeholders resulted in sluggish adoption of sustainable design and technologies. This study examined buildings that both had and had not adopted Leadership in Energy and Environmental Design and/or ENERGY STAR in the New York metropolitan area, built, or went through major renovation between 1998 and 2013. Secondary datasets from multiple sources, including a private building database company, US Green Building Council, and the US Environmental Protection Agency, were combined based on building address and used for analysis. Stakeholders involved in those projects were retrospectively identified to understand the diffusion of innovation. The analysis included a total of 205 projects and 273 organizations. Findings suggest that having an architect who had worked on ENERGY STAR project(s) increased the likelihood of adopting ENERGY STAR. However, stakeholders' previous work collaboration was not associated with the adoption of sustainable programs. The method of utilizing multiple secondary datasets was tested to contribute to the methodology of building research by enabling the accumulation of knowledge.

  • Testing for sub-models of the skew t-distribution

    Statistical Methods & Applications · 2017-07-08 · 5 citations

    article1st author
  • The formal relationship between analytic and bootstrap approaches to parametric inference

    Journal of Statistical Planning and Inference · 2017-06-02 · 2 citations

    article1st author

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