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Profile
| Academic position | Full Professor |
|---|---|
| Research fields | Group theory and generalizations,Combinatorics,Nonassociative rings and algebras |
| Keywords | symmetric groups, representation theory, Algebraic Lie Theory |
Current contact address
| Country | United States of America |
|---|---|
| City | Eugene |
| Institution | University of Oregon |
| Institute | Department of Mathematics |
Host during sponsorship
| Prof. Dr. Steffen Koenig | Institut für Algebra und Zahlentheorie, Universität Stuttgart, Stuttgart |
|---|---|
| Start of initial sponsorship | 01/07/2011 |
Programme(s)
| 2011 | Humboldt Research Award Programme |
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Nominator's project description
| Professor Kleshchev is well-known internationally for his outstanding and influential work on representation theory. He discovered and established modular branching rules and proved the Mullineux conjecture. He also obtained important results on W-algebras and recently found gradings of Khovanov-Lauda-Rouquier algebras. In Germany he will continue to work on representation theory of symmetric groups and Hecke algebras, on categorizations and on connections with Lie theory and quantum groups. |