School of Data Science
University of Virginia
Course Overview
Course Calendar
Course Policies
View the Project on GitHub thomasgstewart/machine-learning-1-fall-2023
This course is intended for individuals with some exposure to multivariable models such as regression, random forest, or neural networks. In the context of these multivariable models, the course covers:
These topics will be discussed first in the context of linear regression, and then revisited in the context of logistic regression, ordinal regression, proportional hazards regression, random forests, and (time permitting) neural networks. The course is hands-on; students will be required to fit the models (via both maximum likelihood and Bayesian approaches) and implement the strategies discussed in the course.
Thomas G. Stewart, PhD
Associate Professor
Elson Building, 400 Brandon Ave, Room 156
thomas.stewart@virginia.edu
thomasgstewart
Format of the class: In-class time will be a combination of lectures, group assignments, live coding, and student presentations.
Please note: Circumstances may require the face-to-face portion of the class to be online.
Time: Monday, Wednesday, and Friday @ 11am - Ridley Room 173
Office Hours: Monday, Wednesday, and Friday @ 10am - Dell common area
Regression Modeling Strategies With Applications to Linear Models, Logistic and Ordinal Regression, and Survival Analysis
by Frank E. Harrell, Jr.
ISBN-13: 978-3-319-19424-0
Available as a PDF via UVA institutional license (link)
Author’s website for textbook: (link)
Plane Answers to Complex Questions: The Theory of Linear Models
by Ronald Christensen
Available as a PDF via UVA institutional license (link)
Data Analysis Using Regression and Multilevel/Hierarchical Models
by Andrew Gelman and Jennifer Hill
ISBN-10: 052168689X
ISBN-13: 978-0521686891
The course will be taught using R (link).
Students will be invited to a Teams channel. Questions related to course logistics, content, assignments, or the final project/exam should be posted in the Teams channel. Individual questions should be sent to the instructor and/or TA by direct chat in Teams.