Eigenvalue Distributions in Matrix Models for Chern-Simons-matter Theories

Understand

The eigenvalue distribution is investigated for matrix models related via the localization to Chern-Simons-matter theories.

• An integral representation of the planar resolvent is used to derive the positions of the branch points of the planar resolvent in the large 't Hooft coupling limit.
• Various known exact results on eigenvalue distributions and the expectation value of Wilson loops are reproduced.