2 citations · 4 across the 4 of their papers we have counts for
4 papers
Asymptotics for partition functions of random normal matrix models with singularities
Kohei Noda
We study determinantal planar Coulomb gases with a smooth radial potential, a smooth radial perturbation, jump-type singularities (including the bulk, semi-hard, hard, and soft-edg…
Partition functions of two-dimensional Coulomb gases with circular root- and jump-type singularities
Kohei Noda
In this paper, we study the random polynomial , where the points are the eigenvalue moduli of random normal matrices with a radia…
Determinantal structure of the overlaps for induced spherical unitary ensemble
Kohei Noda
In this note, we study the determinantal structure of the -th conditional expectation of the overlap for induced spherical unitary ensemble. We will show the universality for th…
Determinantal structure of the conditional expectation of the overlaps for the induced Ginibre unitary ensemble
Kohei Noda
As is widely known, a non-Hermitian matrix exhibits distinct left and right eigenvectors, which form a bi-orthogonal system. Chalker and Mehling initiated the study of the joint st…