We investigate the orbital Hall effect through a mesoscopic device with momentum-space
orbital texture that is connected to four semi-infinite terminals embedded in the Landauer …

We consider the statistics of time delay in a chaotic cavity having M open channels, in the
absence of time-reversal invariance. In the random matrix theory approach, we compute the …

The M-dimensional unitary matrix S (E), which describes scattering of waves, is a strongly
fluctuating function of the energy for complex systems such as ballistic cavities, whose …

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 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 transport properties of a quantum chain formed by an array of chaotic quantum
dots coupled to each other and to electron reservoirs via barriers of arbitrary transparencies …

O ponto quântico caótico (PQC) é um sistema fundamental para o estudo do transporte
quântico em sistemas mesoscópicos. Experimentalmente, é possível acoplar PQC's …

We investigate the Schrödinger (non-relativistic) and the Dirac (“relativistic”) billiards in the
universal regime. The study is based on a non-ideal quantum resonant scattering numerical …