An infinite series formulation for the multivariate alpha-mu joint probability density function with arbitrary correlation matrix and non-identically distributed variates is derived. The expression is exact and general and includes all of the results previously published in the literature concerning the distributions comprised by the alpha-mu distribution. The general expression is then particularized to an indeed very simple, approximate closed-form solution. In addition, a multivariate joint cumulative distribution function is obtained, again in simple, closed-form manner. As an application example, the exact and approximate performances of the selection combining scheme given in terms of the outage probability is shown. Approximate and e...
In this paper, expressions for multivariate Rayleigh and exponential probability density functions (...
Selection combiner output distributions of multivariate correlated fading have been very scarce in t...
Under even degrees of freedom, new single-integral and infinite-summation selection combiner output ...
Fundação de Amparo à Pesquisa do Estado de São Paulo (FAPESP)Correlation among channels is a physica...
In this paper, an exact new closed formula for the multivariate α-μ joint probability density functi...
Abstract — In this paper, using Miller’s approach and Dougall’s identity, we derive new infinite ser...
Based on our previous works, we revise a simple series expansion for multivariate probability densit...
Abstract—The statistical properties of the multivariate Gamma-Gamma () distribution with arbitrary c...
Abstract—An exact expression for the joint density of three correlated Rician variables is not avail...
The statistical properties of the multivariate gamma-gamma (Gamma Gamma) distribution with arbitrary...
In this paper, the product of two independent and nonidentically distributed (i.n.i.d.) alpha-mu var...
In this paper, a multivariate Nakagami-mdistribution is derived using Royen’s gamma distributions o...
Abstract—In this letter, capitalizing on the proof of a theorem presented by Blumenson and Miller ma...
An exact expression for the Joint density of three correlated Rician variables is not available in t...
Abstract- In this paper an anlytical framework for analyzing the arbitrarily correlated trivariate W...
In this paper, expressions for multivariate Rayleigh and exponential probability density functions (...
Selection combiner output distributions of multivariate correlated fading have been very scarce in t...
Under even degrees of freedom, new single-integral and infinite-summation selection combiner output ...
Fundação de Amparo à Pesquisa do Estado de São Paulo (FAPESP)Correlation among channels is a physica...
In this paper, an exact new closed formula for the multivariate α-μ joint probability density functi...
Abstract — In this paper, using Miller’s approach and Dougall’s identity, we derive new infinite ser...
Based on our previous works, we revise a simple series expansion for multivariate probability densit...
Abstract—The statistical properties of the multivariate Gamma-Gamma () distribution with arbitrary c...
Abstract—An exact expression for the joint density of three correlated Rician variables is not avail...
The statistical properties of the multivariate gamma-gamma (Gamma Gamma) distribution with arbitrary...
In this paper, the product of two independent and nonidentically distributed (i.n.i.d.) alpha-mu var...
In this paper, a multivariate Nakagami-mdistribution is derived using Royen’s gamma distributions o...
Abstract—In this letter, capitalizing on the proof of a theorem presented by Blumenson and Miller ma...
An exact expression for the Joint density of three correlated Rician variables is not available in t...
Abstract- In this paper an anlytical framework for analyzing the arbitrarily correlated trivariate W...
In this paper, expressions for multivariate Rayleigh and exponential probability density functions (...
Selection combiner output distributions of multivariate correlated fading have been very scarce in t...
Under even degrees of freedom, new single-integral and infinite-summation selection combiner output ...