Per Alexandersson: Stretched Young diagrams and Schur polynomials
Per Alexandersson (Stockholm University)
Tid: On 2013-05-22 kl 10.15 - 12.00
Plats: Room 3733, 7th floor, Department of Mathematics, KTH
We show that the sequence of skew Schur polynomials $\{S_{(\kappavec + k \muvec)/(\lambdavec + k \nuvec)}(\xvec)\}_{k=r}^\infty$ satisfy a linear recurrence when $r$ is sufficiently large.