Prof. PETER MAGYAR | |
Address: |
Department of Mathematics Michigan State University East Lansing, MI 48824-1027 |
Email: | magyar at math dot msu dot edu |
Office: | Wells Hall D-326 |
Phone: | 517-353-6330 |
Fax: | 517-432-1562 |
Research |
Publications |
My Bio |
MSU Math Dept |
Math Server |
MathSciNet |
ArXiv |
Some previous courses: Math 132 (Calculus I), Math 133 (Calculus II), Math 299 (Transition to Formal Mathematics), Math 309 (Advanced Linear Algebra), Math 310 (Abstract Algebra), Math 418H−419H (Honors Abstract Algebra), Math 481 (Discrete Math I), Math 482 (Discrete Math II), Math 880 (Graduate Combinatorics I); also, my daily-quiz system for upper undergrad courses.
My main field is representation theory, using tools from algebraic combinatorics and algebraic geometry. I study semi-simple complex Lie groups and the associated loop groups, representations, and homogeneous spaces (Grassmannians, flag varieties, affine Grassmannians). I am interested in Young tableaux and their generalizations, such as Littelmann paths and Kashiwara crystals. I have also done work on Schubert calculus and (affine) Schubert polynomials.
See my publications (also on the arXiv), research statement, and abstract.
I was born in Budapest, Hungary, and immigrated with my family at age 4. I speak Hungarian and spent an undergrad year abroad in Budapest Semesters in Mathematics. My family.