Entanglement is nowadays considered as a key quantity for the understanding of
correlations, transport properties and phase transitions in composite quantum systems, and …

Chaotic mesoscopic cavities with ideal leads have been studied extensively using the
powerful formalism of random matrix theory. Consequently, the statistical behavior of …

We determine the joint probability density function (JPDF) of reflection eigenvalues in three
Dyson's ensembles of normal-conducting chaotic cavities coupled to the outside world …

We investigate the statistics of orbital entanglement production between electrons in a
chaotic quantum dot with two-channel leads. Through a random-matrix simulation, we obtain …

We compute analytically the distributions of concurrence C and squared norm N for the
production of electronic entanglement in a chaotic quantum dot. The dot is connected to the …

Algorithms based on operations that associate scattering matrices in series or in parallel
(analogous to impedance association in a classical circuit) are developed here. We …

We present analytical and numerical results that demonstrate the presence of anomalous
entanglement behavior on the Dirac Billiards. We investigate the statistical distribution of the …

We investigate the conductance statistics of a quantum-chaotic dot—a normal-metal grain—
with a superconducting lead attached to it. The cases of one and two normal leads …

We investigate entanglement production in a generic normal conductor, connected to two
single-channel left leads and two single-channel right leads. We consider the joint statistics …

We study the signatures of disorder in the production of orbital electron entanglement in
quantum wires. Disordered entanglers suffer the effects of localization of the electron wave …