/tags/2019-winter/index.xml 2019 Winter - McGill Statistics Seminars
  • Graph Representation Learning and Applications

    Date: 2019-04-26 Time: 15:30-16:30 Location: BURNSIDE 1205 Abstract: Graphs, a general type of data structures for capturing interconnected objects, are ubiquitous in a variety of disciplines and domains ranging from computational social science, recommender systems, medicine, bioinformatics to chemistry. Representative examples of real-world graphs include social networks, user-item networks, protein-protein interaction networks, and molecular structures, which are represented as graphs. In this talk, I will introduce our work on learning effective representations of graphs such as learning low-dimensional node representations of large graphs (e.
  • Estimating Time-Varying Causal Excursion Effect in Mobile Health with Binary Outcomes

    Date: 2019-04-12 Time: 15:30-16:30 Location: BURNSIDE 1205 Abstract: Advances in wearables and digital technology now make it possible to deliver behavioral, mobile health, interventions to individuals in their every-day life. The micro-randomized trial (MRT) is increasingly used to provide data to inform the construction of these interventions. This work is motivated by multiple MRTs that have been conducted or are currently in the field in which the primary outcome is a longitudinal binary outcome.
  • Bayesian Estimation of Individualized Treatment-Response Curves in Populations with Heterogeneous Treatment Effects

    Date: 2019-04-05 Time: 15:30-16:30 Location: BURNSIDE 1104 Abstract: Estimating individual treatment effects is crucial for individualized or precision medicine. In reality, however, there is no way to obtain both the treated and untreated outcomes from the same person at the same time. An approximation can be obtained from randomized controlled trials (RCTs). Despite the limitations that randomizations are usually expensive, impractical or unethical, pre-specified variables may still not fully incorporate all the relevant characteristics capturing individual heterogeneity in treatment response.
  • Introduction to Statistical Network Analysis

    Date: 2019-03-29 Time: 13:00-16:30 Location: McIntyre – Room 521 Abstract: Classical statistics often makes assumptions about conditional independence in order to fit models but in the modern world connectivity is key. Nowadays we need to account for many dependencies and sometimes the associations and dependencies themselves are the key items of interest e.g. how do we predict conflict between countries, how can we use friendships between school children to choose the best groups for study tips/help, how does the pattern of needle-sharing among partners correlate to HIV transmission and where interventions can best be made.
  • Challenges in Bayesian Computing

    Date: 2019-03-22 Time: 15:30-16:30 Location: BURN 1104 Abstract: Computing is both the most mathematical and most applied aspect of statistics. We shall talk about various urgent computing-related topics in statistical (in particular, Bayesian) workflow, including exploratory data analysis and model checking, Hamiltonian Monte Carlo, monitoring convergence of iterative simulations, scalable computing, evaluation of approximate algorithms, predictive model evaluation, and simulation-based calibration. This work is inspired by applications including survey research, drug development, and environmental decision making.
  • Hierarchical Bayesian Modelling for Wireless Cellular Networks

    Date: 2019-03-15 Time: 15:30-16:30 Location: BURN 1205 Abstract: With the recent advances in wireless technologies, base stations are becoming more sophisticated. The network operators are also able to collect more data to improve network performance and user experience. In this paper we concentrate on modeling performance of wireless cells using hierarchical Bayesian modeling framework. This framework provides a principled way to navigate the space between the option of creating one model to represent all cells in a network and the option of creating separate models at each cell.
  • Statistical Inference for partially observed branching processes, with application to hematopoietic lineage tracking

    Date: 2019-03-01 Time: 15:30-16:30 Location: BURN 1104 Abstract: The likelihood function is central to many statistical procedures, but poses challenges in classical and modern data settings. Motivated by cell lineage tracking experiments to study hematopoiesis (the process of blood cell production), we present recent methodology enabling likelihood-based inference for partially observed data arising from continuous-time branching processes. These computational advances allow principled procedures such as maximum likelihood estimation, posterior inference, and expectation-maximization (EM) algorithms in previously intractable data settings.
  • Uniform, nonparametric, non-asymptotic confidence sequences

    Date: 2019-02-22 Time: 15:30-16:30 Location: BURN 1205 Abstract: A confidence sequence is a sequence of confidence intervals that is uniformly valid over an unbounded time horizon. In this paper, we develop non-asymptotic confidence sequences under nonparametric conditions that achieve arbitrary precision. Our technique draws a connection between the classical Cramer-Chernoff method, the law of the iterated logarithm (LIL), and the sequential probability ratio test (SPRT)—our confidence sequences extend the first to produce time-uniform concentration bounds, provide tight non-asymptotic characterizations of the second, and generalize the third to nonparametric settings, including sub-Gaussian and Bernstein conditions, self-normalized processes, and matrix martingales.
  • Causal Inference with Unmeasured Confounding: an Instrumental Variable Approach

    Date: 2019-02-15 Time: 15:30-16:30 Location: BURN 1205 Abstract: Causal inference is a challenging problem because causation cannot be established from observational data alone. Researchers typically rely on additional sources of information to infer causation from association. Such information may come from powerful designs such as randomization, or background knowledge such as information on all confounders. However, perfect designs or background knowledge required for establishing causality may not always be available in practice.
  • Patient-Specific Finite Element Analysis of Human Heart: Mathematical and Statistical Opportunities and Challenges

    Date: 2019-02-08 Time: 15:30-16:30 Location: BURN 1104 Abstract: Cardiovascular diseases (CVD) are the leading cause of death globally and ranks second in Canada, costing the Canadian economy over $20 billion every year. Despite the recent progress in CVD through prevention, lifestyle changes, and the use of biomedical treatments to improve survival rates and quality of life, there has been a lack in the integration of computer-aided engineering (CAE) in this field.