Chris Brien and Sam Rogers 
Identifying, randomizing, canonically analyzing and formulating mixed models for designs for comparative experiments using R 
TBA 

Brien (2017) outlines a mixedmodelbased paradigm for obtaining Aoptimal designs for comparative experiments and deriving, from the allocation involved in the design, an initial mixed model for data from an experiment that employs the design. This course explores the use of R packages od and dae for implementing this paradigm: the od package can be used, if required, to generate designs that are Aoptimal for a specified mixed model; the dae package can be used to randomize designs and to perform canonical analyses (eigenanalysis) of designs. The canonical analysis is useful in elucidating the properties of a design and in formulating and checking a mixed model for it.
The course covers those basic concepts in experimental design that are necessary for using the paradigm. Methods for describing the factor allocation in a design and their use in producing a canonical analysis of the design are discussed, along with interpreting the canonical analysis. The formulation of allocationbased mixed models from the canonical analysis is also exposited. That is, the trail from the recognition in the planning stages of important sources of variation through constructing the design to the mixed model for data from the experiment using the design is followed. Participants will rehearse the techniques in practical sessions, using the R packages dae and od.

James Carpenter 
Handling missing data in administrative studies: multiple imputation and inverse probability weighting 
TBA 

The course will consider the issues raised by missing data (both item and unit nonresponse) in studies using survey and routinely collected data, for example electronic health records. Following a review of the issues raised by missing data, we will focus on two methods of analysis: multiple imputation and inverse probability weighting. We will also discuss how they can be used together. The concepts will be illustrated with medical and social examples.

Lachlan Mitchel and Peter Kasprzak 
Shiny App Development 
TBA 

TBA

Christopher K. Wikle and Dan Pagendam 
An Introduction to Deep Learning with Biometric and Environmetric Applications 
TBA 

Deep learning is a type of machine learning (ML) that exploits a connected hierarchical set of models to predict or classify elements of complex data sets. The ML deep learning revolution is relatively recent and primarily associated with neural models such as feedforward neural networks (FNNs), convolutional neural networks (CNNs), recurrent neural networks (RNNs), generative adversarial networks (GANs), or some combination of these neural architectures. There are remarkable success stories associated with these approaches, such as models that can defeat experts in Go, Chess, or Shogi, and of course, there are failures as well. Statisticians should not be surprised by the success (and failure) of these deep ML methods as we have been using deep hierarchical models (HMs) for years. Indeed, many of the reasons for success and failure of deep ML and deep HMs are the same.
This course will present an introduction to deep models in ML from a statisticianâ€™s perspective. Topics will include an introduction to stochastic gradient optimization and concepts in regularization and dimension reduction, followed by discussion of deep FNNs, CNNs, RNNs, and GANs. We will also touch upon some recent developments that may be of particular interest to statistical practitioners (e.g. Bayesian Neural Networks). The course will focus on concepts and modeling intuition, and will include handson implementation using the R interface to Keras, with examples from biomedical, ecological, and environmental statistics.
