Double Scaling Limit in Random Matrix Models and a Nonlinear Hierarchy of Differential Equations
Abstract
Description
We derive the double scaling limit of eigenvalue correlations in the random matrix model at critical points and we relate the limiting correlation functions to a nonlinear hierarchy of ordinary differential equations.
17 pages, latex, J. Phys. A special issue on random matrices
17 pages, latex, J. Phys. A special issue on random matrices