
## 3. Normal matrix model

1. ### Normal matrix model and d-bar problems

#### Problem 3.1.

[T. Grava (after K. McLaughlin)] Is it possible to use the theory of $\overline{\partial}$-problems to analyze the normal matrix models?
Progress on this problem for the case with potential $Q(z)=|z|^2-2c\log|z-a|$, with $a$ and $c$ constant, was reported by Ken McLaughlin, as part of a joint and ongoing work with M. Bertola and S.-Y. Lee.

Cite this as: AimPL: Vector equilibrium problems and random matrix models, available at http://aimpl.org/vectorequilib.