Ergodic properties of quantum conservative systems
arXiv:cond-mat/9711281
Abstract
In this paper we discuss the ergodic properties of quantum conservative systems by analyzing the behavior of two different models. Despite their intrinsic differencies they both show localization effects in analogy to the dynamical localization found in Kicked Rotator.
LateX, 9 pages, to be published in "Frontiers in Quantum Physics", Proceedings ICFQP- 97