An exact expression for the joint density of three correlated Rician variables is not available
in the open literature. In this letter, we derive new infinite series representations for the …

Few theoretical results are known about the joint distribution of three or more arbitrarily
correlated Rayleigh random variables (RVs). Consequently, theoretical performance results …

Novel single-integral representations for the bivariate probability density function and
cumulative distribution function of two correlated Rician random variables are derived. The …

Novel single integral representations for the multivariate probability density function and
cumulative distribution function of Rayleigh and Rician distributions are derived. A …

Analytical expressions for the evaluation of the bivariate Rician cumulative distribution
function (CDF), the covariance, and the characteristic function (CHF) are not known, despite …

Novel simple forms for the probability density function (PDF) and the cumulative distribution
function (CDF) of two correlated Rician random variables (RVs) are derived. The new …

In this paper, using Miller's approach and Dougall's identity, we derive new infinite series
representations for the quadrivariate Nakagami-m joint density function, cumulative …

Novel representations for the multivariate probability density function and cumulative
distribution function of the non-central chi-square distribution are derived. The solutions are …

This paper derives a new infinite series representation for the trivariate non-central chi-
squared distribution when the underlying correlated Gaussian variables have a tridiagonal …

Gaussian class multivariate distributions with single integral representations were recently
proposed to obtain correlated fading channels with generalized correlation. In this letter, we …