We study the cumulants and their generating functions of the probability distributions of the
conductance, shot noise and Wigner delay time in ballistic quantum dots. Our approach is …

The largest eigenvalue distribution of the Wishart–Laguerre ensemble, indexed by Dyson
parameter and Laguerre parameter a, is fundamental in multivariate statistics and finds …

The ubiquitous presence of complexity in nature makes it necessary to seek new
mathematical tools which can probe physical systems beyond linear or perturbative …

This paper presents a new fading model for multi-input multi-output channels: the Jacobi
fading model. It asserts that H, the transfer matrix which couples the mt inputs into mr …

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

Random matrix model for the Nakagami-q (Hoyt) fading in multiple-input multiple-output
(MIMO) communication channels with arbitrary number of transmitting and receiving …

We investigate the spectral fluctuations and electronic transport properties of chaotic
mesoscopic cavities using Kwant, an open source Python programming language based …

In a recent paper (S. Kumar, A. Pandey, Phys. Rev. E, 79, 2009, p. 026211) we considered
Jacobi family (including Laguerre and Gaussian cases) of random matrix ensembles and …

Multiple input multiple output (MIMO) approach in fiber optical communication has emerged
as an effective proposition to address the ever increasing demand for information exchange …

We consider the conductance distributions in chaotic mesoscopic cavities for all three
invariant classes of random matrices for the arbitrary number of channels N 1, N 2 in the …