- Mathematics
- Info
- People
- Administrative Faculty
- Faculty
- Dorina Mitrea, Ph.D.
- Ron Morgan, Ph.D.
- David Arnold, Ph.D.
- Jorge Arvesu, Ph.D.
- Patricia Bahnsen, Ph.D.
- Daniel Bossaller, Ph.D
- Tommy Bryan, Ph.D.
- Ray Cannon, Ph.D.
- Steve Cates, M.S.
- John Davis, Ph.D.
- Manfred Dugas, Ph.D.
- Fritz Gesztesy, Ph.D.
- Amy Goodman, M.S.
- Jameson Graber, Ph.D.
- Paul Hagelstein, Ph.D.
- Randy Hall, M.S.
- Jon Harrison, Ph.D.
- Johnny Henderson, Ph.D.
- Daniel Herden, Ph.D.
- Patricia Hickey, Ph.D.
- Markus Hunziker, Ph.D.
- Reeve Hunter, Ph.D.
- Kathy Hutchison, M.S.
- Baxter Johns, Ph.D.
- Julienne Kabre, Ph.D.
- Robert Kirby, Ph.D.
- Klaus Kirsten, Ph.D.
- Jeonghun (John) Lee, Ph.D.
- Lance Littlejohn, Ph.D.
- Yan Li, Ph.D.
- Andrei Martinez-Finkelshtein, Ph.D.
- Frank Mathis, Ph.D.
- Sergio Mayorga, Ph.D.
- Jonathan Meddaugh, Ph.D.
- Tao Mei, Ph.D.
- Marius Mitrea, Ph.D.
- Michelle Moravec, M.Ed.
- Kyunglim Nam, Ph.D.
- Roger Nichols, Ph.D.
- Pat Odell, Ph.D.
- Ed Oxford, Ph.D.
- Robert Piziak, Ph.D.
- Brian Raines, Ph.D.
- Howard Rolf, Ph.D.
- David Ryden, Ph.D.
- Mark Sepanski, Ph.D.
- Qin (Tim) Sheng, Ph.D.
- Mary Margaret Shoaf, Ph.D.
- Marietta Scott, M.S.
- Brian Simanek, Ph.D.
- F. Eugene Tidmore, Ph.D.
- Richard Wellman, Ph.D.
- Dana Winters, M.A.
- Tony Zettl, Ph.D.
- Ronald Stanke, Ph.D.
- Office Staff
- Emeriti Faculty
- Graduate Students
- Office Hours
- News
- Events
- Talks
- Undergraduate
- Mathematics Scholarships
- ALEKS Placement Exam
- Undergraduate Advising
- Major in Mathematics!
- Undergraduate Majors
- Math Careers & Undergraduate Opportunities
- Course Descriptions
- Studying Tips
- Math Tutors
- Academic Resources
- Undergraduate FAQs
- Transfer Policy
- Math Videos
- Undergraduate Research
- AWM - Baylor Chapter
- Apply
- Graduate
- Research
- Giving
Representation Theory
Mathematics has enjoyed truly remarkable success in describing the universe in which we live. The fundamental laws often display a wonderful elegance and symmetry. The area of mathematics that studies this amazing symmetry is called Lie theory or representation theory. Loosely speaking, the objects possessing symmetry are called Lie groups and the ways in which they manifest themselves are called representations. Baylor has an active group working in this area.
Representation Theory Researchers
Associate Professor of Mathematics
Undergraduate Advisor
Undergraduate Advisor
Office
Phone
Professor of Mathematics
Director of Graduate Studies
Director of Graduate Studies
Email
Office
From left to right: Ron Stanke, Markus Hunziker, Mark Sepanski