most citedStatistical properties of the localization measure of chaotic eigenstates and the spectral statistics in a mixed-type billiard

31 citations · 99 across the 5 of their papers we have counts for

collaborators

5 papers

quant-ph202131 cited

Statistical properties of the localization measure of chaotic eigenstates and the spectral statistics in a mixed-type billiard

Benjamin Batistić, Črt Lozej, Marko Robnik

We study the quantum localization in the chaotic eigenstates of a billiard with mixed-type phase space, after separating the regular and chaotic eigenstates, in the regime of sligh…

nlin.CD202124 cited

Effects of stickiness in the classical and quantum ergodic lemon billiard

Črt Lozej, Dragan Lukman, Marko Robnik

We study the classical and quantum ergodic lemon billiard introduced by Heller and Tomsovic in Phys. Today 46(7), 38 (1993), for the case , which is a classically ergodic sy…

nlin.CD202114 cited

Structure, size, and statistical properties of chaotic components in a mixed-type Hamiltonian system

Črt Lozej, Marko Robnik

We perform a detailed study of the chaotic component in mixed-type Hamiltonian systems on the example of a family of billiards [introduced by Robnik in J. Phys. A: Math. Gen. 16, 3…

nlin.CD202112 cited

Aspects of diffusion in the stadium billiard

Črt Lozej, Marko Robnik

We perform a detailed numerical study of diffusion in the stadium of Bunimovich, and propose an empirical model of the local and global diffusion for various values o…

nlin.CD202118 cited

Stickiness in generic low-dimensional Hamiltonian systems: A recurrence-time statistics approach

Črt Lozej

We analyze the structure and stickiness in the chaotic components of generic Hamiltonian systems with divided phase space. Following the method proposed recently in Lozej and Robni…