Lie Theory/ Represention Theory Research Group
- Mahdi Asgari
Ph.D., Purdue, 2000. Number Theory, Automorphic Forms, and L-functions.
- Leticia Barchini
Ph.D., 1987, U. Nac. de Cordoba, Argentina. Representation theory of semisimple Lie groups and analysis on homogeneous spaces.
- Birne Binegar
B.S./M.S., U.C.L.A.; Ph.D., U.C.L.A., 1982. Interested in the representation theory of reductive groups and its various manifestions in theoretical physics (via quantization), combinatorics (via Kahzdan-Lusztig theory), algebraic geometry (via associated varities), non-commutative algebra (via universal enveloping algebras), and computational mathematics (via the Atlas for Lie Groups program).
- Anthony Kable
B.Sc. (Hon), Australian National University, 1986; M.Sc., Oxford University, 1989; Ph.D., Oklahoma State, 1997. Representation Theory, Number Theory, and Invariant Theory.
- Edward Richmond
B.A., Colgate University; Ph.D., University of North Carolina, 2008. Dr. Richmond's mathematical interests include algebraic geometry, algebraic combinatorics, Lie theory and representation theory. He is currently interested in anything related to flag varieties and Schubert varieties.
- Roger Zierau
B.S., Trinity College; Ph.D., Berkeley, 1985. His areas of research include the representation theory of reductive Lie groups and the geometry of homogeneous spaces.