13 citations · 59 across the 15 of their papers we have counts for
13 papers · 1 filter
Numerical Simulation of GUE Two-Point Correlation and Cluster Functions
Adam James Sargeant
Numerical simulations of the two-point eigenvalue correlation and cluster functions of the Gaussian unitary ensemble (GUE) are carried out directly from their definitions in terms…
Perturbative Treatment of Symmetry Breaking Within Random Matrix Theory
J. X. de Carvalho, M. S. Hussein, M. P. Pato +1
We discuss the applicability, within the Random Matrix Theory, of perturbative treatment of symmetry breaking to the experimental data on the flip symmetry breaking in quartz cryst…
Multi-level and two-level models of the decay out of superdeformed bands
A. J. Sargeant, M. S. Hussein, A. N. Wilson
We compare a multi-level statistical model with a two-level model for the decay out of superdeformed rotational bands in atomic nuclei. We conclude that while the models depend on…
How large is the spreading width of a superdeformed band?
A. N. Wilson, A. J. Sargeant, P. M. Davidson +1
Recent models of the decay out of superdeformed bands can broadly be divided into two categories. One approach is based on the similarity between the tunneling process involved in…
Level density for deformations of the Gaussian orthogonal ensemble
A. C. Bertuola, J. X. de Carvalho, M. S. Hussein +2
Formulas are derived for the average level density of deformed, or transition, Gaussian orthogonal random matrix ensembles. After some general considerations about Gaussian ensembl…
Addendum: Attenuation of the intensity within a superdeformed band
A. J. Sargeant, M. S. Hussein, M. P. Pato +2
We investigate a random matrix model [Phys. Rev. C {\bf 65} 024302 (2002] for the decay-out of a superdeformed band as a function of the parameters: , , $Γ…