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We study a particle moving at unit speed in a channel made by connected self-similar billiard tables that grow in size by a factor r > 1 from left to right (this model was recently introduced in phy...
We study nonlinear dynamics of the kicked particle whose motion is confined by square billiard.The kick source is considered as localized at the center of square with central symmetric spatial distrib...
Belinski, Khalatnikov and Lifshitz (BKL) pioneered the study of the statistical properties of the never-ending oscillatory behavior (among successive Kasner epochs) of the geometry near a space-like s...
Doorway States and Billiards     Doorway  States  Billiards       2010/12/29
Whenever a distinct state is immersed in a sea of complicated and dense states, the strength of the distinct state, which we refer to as a doorway, is distributed in their neighboring states. We analy...
Belinski, Khalatnikov and Lifshitz (BKL) pioneered the study of the statistical properties of the never-ending oscillatory behavior (among successive Kasner epochs) of the geometry near a space-like s...
We present a computational scheme based on classical molecular dynamics to study chaotic billiards in static external magnetic fields. The method allows to treat arbitrary geometries and several inter...
2003Vol.39No.3pp.279-284DOI: Negative Magneto-Resistance Beyond Weak Localization in Three-Dimensional Billiards: Effect of Arnold Diffusion MA Jun,1,2 YUAN Ren-Kuan,3 and Katsuhi...
We calculated the classical electron dynamics of three–dimensional electrons in a billiard system in tilted magnetic field and analyzed the evolution of trajectories in phase space by means of Poincar...

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