@unpublished{22359,
  abstract     = {We prove a mesoscopic central limit theorem for linear eigenvalue statistics of correlated Hermitian random matrices. The class considered here includes Wigner and Wigner-type matrices, as well as models whose entry correlations decay polynomially in the distance between index pairs. The proof combines a multivariate cumulant expansion with multi-resolvent local laws and a detailed analysis of the resulting variance kernel on the operator-level.},
  author       = {Lee, Jaehun and Erdös, László},
  keywords     = {Central limit theorem, universality, matrix Dyson equation, multi-resolvent local law},
  title        = {{Mesoscopic eigenvalue statistics for correlated random matrices}},
  doi          = {10.48550/arXiv.2607.05848},
  year         = {2026},
}