Interlacing variables in random matrix theory
by Peter Forrester
Abstract: I'll review a result of Baryshnikov in queueing
theory which relates to the minors of a random Hermitian
matrix. I'll then go on to show how the point process defined
by other natural sequences of interlaced eigenvalues appears
in some statistical mechanical problems relating to tilings.
For More Information: Contact: Iwan Jensen I.Jensen@ms.unimelb.edu.au