Research
Representation theory
I am a fifth year graduate student at the University of Utah, studying Representation theory with Gordan Savin. My expected graduation date is June 2020. My research focuses on representations of real reductive groups, and I am particularly interested in the Theta correspondence and dual pairs, including some cases for complex groups.
I am interested in teaching and math education. I have experience in mentoring other graduate students in their teaching, and I was one of the facilitators for the Instructor Training at the University of Utah for summer 2019. Additionally, I have worked on developing online homework for MATH 1060 (Trigonometry) associated with an OER textbook, in collaboration with Salt Lake Community College, as well as MATH 1050 (College Algebra) for the University of Utah.
I am from Switzerland, and obtained my Bachelor's and Master's degrees at EPFL (Lausanne) before moving to Salt Lake City. My native language is French, but I still understand a little bit of German (if you speak really slowly!). When I am not working on my research, I am usually exploring the outdoor. I love skiing, climbing and hiking, and I am trying to explore Utah as much as I can!
You can find more on my CV
Representation theory
Courses, material, and development
Outreach, service, and talks
Representation theory
Sabine J. Lang
Department of Mathematics
155 South 1400 East, JWB 212
University of Utah
Salt Lake City, UT 84112-0090
lang at math dot utah dot edu