Derives closed-form parametric number covariance for non-Hermitian Ginibre ensembles with finite eigenvalues in the bulk.
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Finite-N derivation of eigenvalue density in interpolating non-Hermitian ensemble reveals transitional edge regime at σ = 1 - κ N^{-1/2} conjectured to be universal.
A review summarizing random matrix approaches to scattering matrices, resonances, time delays, and universal statistics in open chaotic wave systems governed by symmetry and channel coupling.
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Parametric correlations in non-Hermitian quantum chaos: random matrix approach
Derives closed-form parametric number covariance for non-Hermitian Ginibre ensembles with finite eigenvalues in the bulk.
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Interpolating non-Hermitian universality classes A and AI$^\dagger$: eigenvalue density and transition regime
Finite-N derivation of eigenvalue density in interpolating non-Hermitian ensemble reveals transitional edge regime at σ = 1 - κ N^{-1/2} conjectured to be universal.
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Random Matrix Theory for Chaotic Wave Scattering and Transport
A review summarizing random matrix approaches to scattering matrices, resonances, time delays, and universal statistics in open chaotic wave systems governed by symmetry and channel coupling.