28 citations · 55 across the 6 of their papers we have counts for
7 papers
Preserving Topology while Breaking Chirality: From Chiral Orthogonal to Anti-symmetric Hermitian Ensemble
Gernot Akemann, Mario Kieburg, Adam Mielke +1
We consider a parameter dependent ensemble of two real random matrices with Gaussian distribution. It describes the transition between the symmetry class of the chiral Gaussian ort…
Random matrix theory of quantum transport in chaotic cavities with non-ideal leads
Andrzej Jarosz, Pedro Vidal, Eugene Kanzieper
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 t…
Thermal transport through non-ideal Andreev quantum dots
Pedro Vidal
We consider the scenario of thermal transport through two types of Andreev quantum dots which are coupled to two leads, belonging to the Class D and Class C symmetry classes. Using…
Integrability of zero-dimensional replica field theories at beta=1
Pedro Vidal, Eugene Kanzieper
Building on insights from the theory of integrable lattices, the integrability is claimed for nonlinear replica sigma models derived in the context of real symmetric random matrice…
Relaxation of a Simple Quantum Random Matrix Model
Pedro Vidal, Günter Mahler
We will derive here the relaxation behavior of a simple quantum random matrix model. The aim is to derive the effective equations which rise when a random matrix interaction is tak…
Statistics of reflection eigenvalues in chaotic cavities with non-ideal leads
Pedro Vidal, Eugene Kanzieper
The scattering matrix approach is employed to determine a joint probability density function of reflection eigenvalues for chaotic cavities coupled to the outside world through bot…