Add to ORKGAbstract- In this paper an anlytical framework for analyzing the arbitrarily correlated trivariate Weibull distribution is introduced. For this distribution infinite series representations for the joint probability density function, the cumulative distribution function (CDF) and the moments are derived. Two special correlation cases of the distribution are studied: the exponential and the constant. These series representations are readily appli-cable to the performance analysis of a 3-branch selection combining (SC) receiver operating in a Weibull correlation fading environment and the outage probability is derived. The proposed mathematical analysis is complemented by various numerical results, showing the effects of fading severity, corre...
We consider a new failure time distribution by combining three Weibull distributions. The proposed d...
An infinite series formulation for the multivariate alpha-mu joint probability density function with...
A simple and efficient method for generating correlated multivariate Weibull random variables with a...
Abstract — Ascertaining on the suitability of the Weibull model to describe fading channels, a theor...
Abstract In this paper a performance analysis of triple-branch maximal ratio combining (MRC) diversi...
Abstract—Few theoretical results are known about the joint dis-tribution of three or more arbitraril...
Abstract—An exact expression for the joint density of three correlated Rician variables is not avail...
Abstract — In this paper, using Miller’s approach and Dougall’s identity, we derive new infinite ser...
Abstract — The problem of analyzing the performance of switch and stay combing (SSC) diversity recei...
An exact expression for the Joint density of three correlated Rician variables is not available in t...
In this paper, an exact new closed formula for the multivariate α-μ joint probability density functi...
Fundação de Amparo à Pesquisa do Estado de São Paulo (FAPESP)Correlation among channels is a physica...
Abstract—Ascertaining the importance of the dual selection combining (SC) receivers and the suitabil...
Abstract—We develop a novel approach to derive the cumula-tive distribution functions (cdfs) of the ...
Abstract — We study the performance of a dual-branch SC receivers over correlated Weibull fading cha...
We consider a new failure time distribution by combining three Weibull distributions. The proposed d...
An infinite series formulation for the multivariate alpha-mu joint probability density function with...
A simple and efficient method for generating correlated multivariate Weibull random variables with a...
Abstract — Ascertaining on the suitability of the Weibull model to describe fading channels, a theor...
Abstract In this paper a performance analysis of triple-branch maximal ratio combining (MRC) diversi...
Abstract—Few theoretical results are known about the joint dis-tribution of three or more arbitraril...
Abstract—An exact expression for the joint density of three correlated Rician variables is not avail...
Abstract — In this paper, using Miller’s approach and Dougall’s identity, we derive new infinite ser...
Abstract — The problem of analyzing the performance of switch and stay combing (SSC) diversity recei...
An exact expression for the Joint density of three correlated Rician variables is not available in t...
In this paper, an exact new closed formula for the multivariate α-μ joint probability density functi...
Fundação de Amparo à Pesquisa do Estado de São Paulo (FAPESP)Correlation among channels is a physica...
Abstract—Ascertaining the importance of the dual selection combining (SC) receivers and the suitabil...
Abstract—We develop a novel approach to derive the cumula-tive distribution functions (cdfs) of the ...
Abstract — We study the performance of a dual-branch SC receivers over correlated Weibull fading cha...
We consider a new failure time distribution by combining three Weibull distributions. The proposed d...
An infinite series formulation for the multivariate alpha-mu joint probability density function with...
A simple and efficient method for generating correlated multivariate Weibull random variables with a...