Comment on `Two-body random ensembles: from nuclear spectra to random polynomials
arXiv:nucl-th/0104005 · doi:10.1103/PhysRevLett.87.029201
Abstract
In PRL 85, 3773 (2000) it was suggested to use random polynomials to analyze and understand the properties of two-body random ensembles. In this comment we point out that for the vibron model the random polynomial is not quadratic, but has a more general form. We make a comparison for the percentage of ground states with L=0 in the vibron model with random interactions.
2 pages, 1 figure, Phys. Rev. Lett., in press
Cited by in corpus (11)
- Nuclear Structure, Random Interactions and Mesoscopic Physics
- Regularities of Many-body Systems Interacting by a Two-body Random Ensemble
- Spectroscopy with random and displaced random ensembles
- Mean-field analysis of interacting boson models with random interactions
- Odd-even binding effect from random two-body interactions
- A simple approach to the angular momentum distribution in the ground states of many-body systems
- Generic Rotation in a Collective SD Nucleon-Pair Subspace
- Regular spectra in the vibron model with random interactions
- Many-body Systems Interacting via a Two-body Random Ensemble (I): Angular Momentum distribution in the ground states
- Many-body Systems Interacting via a Two-body Random Ensemble: average energy of each angular momentum
- Angular momentum I ground state probabilities of boson systems interacting by random interactions