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### Expanding 2-reduced Schur functions in terms of Q-functions

**Algebra & Discrete Mathematics**

Speaker: | Hiro-Fumi Yamada, Okayama University and UC Davis |

Location: | 693 Kerr |

Start time: | Fri, Dec 2 2005, 1:10PM |

A Schur function is an irreducible character of the general linear group and, in some sense, a generating function of the irreducible characters of the symmetric group. A Q-function, also due to I. Schur, is a "spin" counterpart of a Schur function. My problem is to characterize the coefficients when one expands "2-reduced" Schur functions by Q-functions. I have not yet reached a complete answer. Instead I will show some experiments and observations.