65 citations · 340 across the 11 of their papers we have counts for
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Non-Ergodic Behaviour of the k-Body Embedded Gaussian Random Ensembles for Bosons
T. Asaga, L. Benet, T. Rupp +1
We investigate the shape of the spectrum and the spectral fluctuations of the -body Embedded Gaussian Ensemble for Bosons in the dense limit, where the number of Bosons $m \to \…
Spectral Properties of the k-Body Embedded Gaussian Ensembles of Random Matrices for Bosons
T. Asaga, L. Benet, T. Rupp +1
We consider spinless Bosons distributed over degenerate single-particle states and interacting through a -body random interaction with Gaussian probability distribution…
Spectral Properties of the k-Body Embedded Gaussian Ensembles of Random Matrices
Luis Benet, Thomas Rupp, Hans A. Weidenmueller
We consider spinless Fermions in degenerate single-particle levels interacting via a -body random interaction with Gaussian probability distribution and in…
Non-Universal Behavior of the k-Body Embedded Gaussian Unitary Ensemble of Random Matrices
Luis Benet, Thomas Rupp, Hans A. Weidenmueller
Using a novel approach, we investigate the shape of the average spectrum and the spectral fluctuations of the -body embedded unitary ensemble in the limit of large matrix dimens…
Spectral ergodicity and normal modes in ensembles of sparse matrices
A. D. Jackson, C. Mejia-Monasterio, T. Rupp +2
We investigate the properties of sparse matrix ensembles with particular regard for the spectral ergodicity hypothesis, which claims the identity of ensemble and spectral averages…