Abstract—A novel analytical framework for evaluating the sta-tistics of the product of independent random variables is proposed. Compared with other methods, which use either infinite series or special functions, the new method provides simple and efficient closed-form approximations, in terms of elementary functions, such as powers and exponentials. Numerical results, which are used to check the accuracy of the new approximations, show that it is quite accurate in most regions of interest. As an application, the proposed analytical results can be efficiently used in wireless communications theory to evaluate in closed form the outage probability of cascaded fading channels, as well as the rate offset of the hybrid automatic repeat request ...
When assessing the performance of wireless communication systems operating over fading channels, one...
A unified expression for computing the probability of outage in cellular mobile radio systems is der...
We present novel general, simple, exact, and closed-form expressions for the probability density fun...
A novel analytical framework for evaluating the statistics of the product of independent random vari...
A novel analytical framework for evaluating the statistics of the products of independent random var...
Abstract A novel analytical framework for evaluating the statistics of the products of independent ...
This article considers the product, and the ratio of the product of Fisher-Snedecor F random variabl...
This paper considers the product, and the ratio of the product of Fisher-Snedecor F random variables...
Historically, the algebra of random variables has been a discipline of interest to statisticians. On...
International audienceWe develop an approximation for the outage probability of a parallel channel w...
Exact results for the probability density function (PDF) and cumulative distribution function (CDF) ...
Exact results for the probability density function (PDF) and cumulative distribution function (CDF) ...
Statistical distributions and special functions have been for long constituting invaluable mathemati...
In this paper, the product of three random variables (RVs) will be considered. Distribution of the p...
The distributions of random variables are of interest in many areas of science. In this paper, the p...
When assessing the performance of wireless communication systems operating over fading channels, one...
A unified expression for computing the probability of outage in cellular mobile radio systems is der...
We present novel general, simple, exact, and closed-form expressions for the probability density fun...
A novel analytical framework for evaluating the statistics of the product of independent random vari...
A novel analytical framework for evaluating the statistics of the products of independent random var...
Abstract A novel analytical framework for evaluating the statistics of the products of independent ...
This article considers the product, and the ratio of the product of Fisher-Snedecor F random variabl...
This paper considers the product, and the ratio of the product of Fisher-Snedecor F random variables...
Historically, the algebra of random variables has been a discipline of interest to statisticians. On...
International audienceWe develop an approximation for the outage probability of a parallel channel w...
Exact results for the probability density function (PDF) and cumulative distribution function (CDF) ...
Exact results for the probability density function (PDF) and cumulative distribution function (CDF) ...
Statistical distributions and special functions have been for long constituting invaluable mathemati...
In this paper, the product of three random variables (RVs) will be considered. Distribution of the p...
The distributions of random variables are of interest in many areas of science. In this paper, the p...
When assessing the performance of wireless communication systems operating over fading channels, one...
A unified expression for computing the probability of outage in cellular mobile radio systems is der...
We present novel general, simple, exact, and closed-form expressions for the probability density fun...