This paper derives the joint density of a particular trivariate non-central chi(2) distribution corresponding to the diagonal elements of a 3 x 3 complex non-central Wishart matrix. This distribution is important for a number of practical statistical signal processing applications, including synthetic aperture radar, extra-solar planet detection, and multi-antenna wireless communications. The density expression is in the form of an infinite series representation which converges rapidly and is easy to compute. The joint density of the diagonal elements of a 2 x 2 complex non-central Wishart matrix is also derived by simple reduction of the trivariate result. (C) 2008 Elsevier Inc. All rights reserved
Using a character expansion method, we calculate exactly the eigenvalue density of random matrices o...
The main aim is to estimate the noncentrality matrix of a noncentral Wishart distribution. The metho...
In this paper the probability density functions for definite and indefinite quadratic forms of non c...
AbstractThis paper derives the joint density of a particular trivariate non-central χ2 distribution ...
AbstractThe joint density for a particular trivariate chi-squared distribution given by the diagonal...
This-paper derives a new infinite series representation for the trivariate Non-central chi-squared d...
Abstract—The statistical properties of Wishart matrices have been extensively used to analyze the pe...
this article, we extend the results on the noncentral Wishart distribution and related distributions...
This paper generalizes an identity for the Wishart distribution (derived independently by C. Stein a...
This paper generalizes an identity for the Wishart distribution (derived independently by C. Stein a...
AbstractWhile the noncentral Wishart distribution is generally introduced as the distribution of the...
Complex Wishart matrices are a class of random matrices with numerous emerging applications. In part...
If the elements of a matrix $S$ follow a central Wishart distribution $W_{k}(n,\Sigma)$ and $a'\Sigm...
summary:In a multivariate normal distribution, let the inverse of the covariance matrix be a band ma...
Estimation of the noncentrality matrix of a noncentral Wishart distribution with unit scale matrix. ...
Using a character expansion method, we calculate exactly the eigenvalue density of random matrices o...
The main aim is to estimate the noncentrality matrix of a noncentral Wishart distribution. The metho...
In this paper the probability density functions for definite and indefinite quadratic forms of non c...
AbstractThis paper derives the joint density of a particular trivariate non-central χ2 distribution ...
AbstractThe joint density for a particular trivariate chi-squared distribution given by the diagonal...
This-paper derives a new infinite series representation for the trivariate Non-central chi-squared d...
Abstract—The statistical properties of Wishart matrices have been extensively used to analyze the pe...
this article, we extend the results on the noncentral Wishart distribution and related distributions...
This paper generalizes an identity for the Wishart distribution (derived independently by C. Stein a...
This paper generalizes an identity for the Wishart distribution (derived independently by C. Stein a...
AbstractWhile the noncentral Wishart distribution is generally introduced as the distribution of the...
Complex Wishart matrices are a class of random matrices with numerous emerging applications. In part...
If the elements of a matrix $S$ follow a central Wishart distribution $W_{k}(n,\Sigma)$ and $a'\Sigm...
summary:In a multivariate normal distribution, let the inverse of the covariance matrix be a band ma...
Estimation of the noncentrality matrix of a noncentral Wishart distribution with unit scale matrix. ...
Using a character expansion method, we calculate exactly the eigenvalue density of random matrices o...
The main aim is to estimate the noncentrality matrix of a noncentral Wishart distribution. The metho...
In this paper the probability density functions for definite and indefinite quadratic forms of non c...