Bound-State Problem in a One-Dimensional Cantor-like Potential
arXiv:quant-ph/9806064
Abstract
One of the best systems for the study of quantum chaos is the atomic nucleus. A confined particle with general boundary conditions can present chaos and the eigenvalue problem can exhibit this fact. We study a toy model in which the potential has a Cantor-like form. The eigenvalue spectrum presents a Devil's staircase ordering in the semi-classical limit.
2 pages, 1 PS figure, LaTeX2e, to appear in the Proc. of VI Hadrons Physics, Florianopolis, Brazil, 1998, World Scientific