Monday, March 24, 2014 at 2:30 PM in SAS 4201
Sarah Mason, Wake Forest University
Quasisymmetric hook Schur functions
Hook Schur functions are a class of symmetric functions (in two sets of variables) introduced in 1987 by Berele and Regev to prove a generalization of Weyls "Strip Theorem". We introduce a generalization of hook Schur functions to the space of quasisymmetric functions and prove that several useful properties of the hook Schur functions remain true in the quasisymmetric setting.
You can add or remove yourself from a seminar mailing list by visiting this link.