This is a review on theoretical and experimental studies on dielectric microcavities, which
play a significant role in fundamental and applied research. The basic concepts and theories …

There are numerous physical situations in which a hole or leak is introduced in an otherwise
closed chaotic system. The leak can have a natural origin, it can mimic measurement …

We review the application of level dynamics to spectra of quantally chaotic systems. We
show that the statistical mechanics approach gives us predictions about level statistics …

We present experimental and numerical results for the parametric fluctuation properties in
the spectra of classically chaotic quantum graphs with unitary or symplectic symmetry. A …

The statistical properties of the dynamics of energy levels are investigated in the case of two
two-dimensional disordered quantum dot models with nearest-neighbor hop** subjected …

The effective Hamiltonian formalism is extended to vectorial electromagnetic waves in order
to describe statistical properties of the field in reverberation chambers. The latter are …

We consider time-dependence of dynamical transport, following a recent study of the
stadium billiard in which classical transmission and reflection probabilities were shown to …

We investigate the nearest level spacing statistics of open chaotic wave systems. To this end
we derive the spacing distributions for the three Wigner ensembles in the one-channel case …

Much recent interest has focused on" open" dynamical systems, in which a classical map or
flow is considered only until the trajectory reaches a" hole", at which the dynamics is no …

In ballistic open quantum systems, one often observes that the resonances in the complex-
energy plane form a clear chain structure. Taking the open three-disk system as a …