Limit Correlation Functions for Fixed Trace Random Matrix Ensembles
Friedrich Götze, Mikhail Gordin
Abstract
Universal limits for the eigenvalue correlation functions in the bulk of the spectrum are shown for a class of nondeterminantal random matrices known as the fixed trace ensemble.
Create a lesson
Related papers
Shannon's problem on the monotonicity of entropy and a Conjecture of Tao
Ziran Liu
Extinction, Survival and Fluctuations for the Spatial Maki--Thompson Model on Infinite Graphs
Luciano Henrique Lacerda de Araújo, Daniel Miranda Machado, Cristian Favio Coletti et al.
Phase Transition and Fluctuation Results for First-Passage Percolation on Spread-Out Cycle Graphs
Partha S. Dey, Daecheol Kim
Colorful Exponential Random Graph Models
Bhaswar B. Bhattacharya, Pierfrancesco Dionigi, Ankan Ganguly et al.
On (fake) Stationarity in Stochastic Volterra Equations with Affine Drift and Regular Kernels
Emmanuel Gnabeyeu, Gilles Pagès
Limit Laws of the Iterated Logarithm Under Sub-linear Expectations
Li-Xin Zhang, Yongsheng Song