University of Sydney Algebra Seminar

Andrew Mathas (Sydney)

Friday 30 May, 12:05-12:55pm, Place: 373

Simple modules of Hecke algebras

Through the work of Khovanov-Lauda, Rouquier and Brundan-Kleshchev the cyclotomic Hecke algebras of type A now come equipped with a Z-grading. I will talk about how this grading interacts with the Jantzen sum formula of the (graded) Specht modules and describe a conjecture that gives combinatorial formulas for the graded dimensions of the simple modules of these algebras and their graded decomposition numbers.

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