5 papers
Sticky eigenstates in systems with sharply-divided phase space
Hua Yan
We investigate mixed eigenstates in systems with sharply-divided phase space, using different piecewise-linear maps whose regular-chaotic boundaries are formed by marginally unstab…
Correspondence principle, dissipation, and Ginibre ensemble
David Villaseñor, Hua Yan, Matic Orel +1
The correspondence between quantum and classical behavior has been essential since the advent of quantum mechanics. This principle serves as a cornerstone for understanding quantum…
Quantum chaos and semiclassical behavior in mushroom billiards I: Spectral statistics
Matic Orel, Ärt Lozej, Marko Robnik +1
We study the aspects of quantum chaos in mushroom billiards introduced by Bunimovich. This family of billiards classically has the property of mixed phase space with precisely one…
Spacing ratios in mixed-type systems
Hua Yan
The distribution of the consecutive level-spacing ratio is now widely used as a tool to distinguish integrable from chaotic quantum spectra, mostly due to its avoiding of the numer…
Further results on the power-law decay of the fraction of the mixed eigenstates in kicked-top model with mixed-type classical phase space
Hua Yan, Qian Wang, Marko Robnik
By using the Krylov subspace technique to generate the spin coherent states in kicked top model, a prototype model for studying quantum chaos, the accessible system size for studyi…