Quantized open chaotic systems
arXiv:1011.2557 · doi:10.1142/9789814350365_0025
Abstract
Two different "wave chaotic" systems, involving complex eigenvalues or resonances, can be analyzed using common semiclassical methods. In particular, one obtains fractal Weyl upper bounds for the density of resonances/eigenvalues near the real axis, and a classical dynamical criterion for a spectral gap.
Proceedings of the conference QMath 11; QMath 11, Hradec Kralove : Czech Republic (2010)