Monday, March 27 2017
14:00 - 15:00

#### Any irreducible representation of $S_n$ can be realized as anorthogonal representation. An orthogonal representation is called Spinorialif the representationcan be lifted to the group $\Pin(n)$, which is a  non-trivial double coverof $O(n)$.We will find  conditions for partitions $\lambda$ of $n$ such that thecorrespondingirreducible representations $V_{\lambda} of$S_n\$ (Specht Modules) areSpinorial. This is joint work with Steven Spallone.

Download as iCalendar

Done