Universality and critical behaviour in the chiral two-matrix model
Universality and critical behaviour in the chiral two-matrix model
We study the chiral two-matrix model with polynomial potential functions V and W, which was introduced by Akemann, Damgaard, Osborn and Splittorff. We show that the squared singular values of each of the individual matrices in this model form a determinantal point process with correlation kernel determined by a matrix-valued …