BSAN 450: Data Mining & Predictive Analytics (undergraduate core) - Spring 2021 - 2026
The primary objective of this course is to enable students to explain and perform statistical analysis of data, with the view of being able to critically evaluate statistical reports or findings. The main focus of the course is Time Series analysis and includes an introduction to ARCH and GARCH models. Since Spring 2024, I have added an introduction to Conformal Inference for classification problems into the curriculum. This course relies heavily on computer programming using R / Python and the emphasis is on applications.
BSAN 730: Advanced Statistical Learning (graduate elective) - Spring 2021 - 2026
In this course I focus on the statistical analysis of large-scale data. Students learn how some well-known statistical tools can be adapted for the analysis of Big Data and how the limitations of classical tools have engineered the development of modern techniques for data analysis. I cover topics such as split and conquer techniques for variable selection, scalable Bootstrap, Conformal Inference and a gentle introduction to Time Series forecasting using foundation models such as a Chronos. This course relies heavily on computer programming using R / Python and the emphasis is primarily on business applications. Special thanks to the guest speakers (Weinan Wang, Aniruddha Neogi, Joshua Derenski, Bradley Rava, Jacob Dice, Sara Almohtasib) who have given a lecture in this class and have shared their unique experiences in managing and analyzing large data.
BSAN 934: Applied Bayesian Statistics (Ph.D. elective) - Spring 2026
This course introduces modern Bayesian methods for data analysis, emphasizing practical applications alongside rigorous foundations. I mainly focus on an applied treatment of classical sampling methods, such as Gibbs sampling and Metropolis–Hastings, and interpretaion of MCMC diagnostics. Boradly, the topics include Bayesian regression, hierarchical and multilevel models, model comparison, and an introduction to nonparametric Bayes. Applications are drawn from economics and business, with hands-on implementation in R / Stan. A book that is particularly relevant for this class is A First Course in Bayesian Statistical Methods by Peter Hoff.