Listar IC - Artículos por autor "Romero-Jerez, Juan Manuel"
Mostrando ítems 1-6 de 6
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A MATLAB program for the computation of the confluent hypergeometric function Φ2
Martos-Naya, Eduardo
; Romero-Jerez, Juan Manuel; Lopez-Martinez, F. Javier; París-Ángel, José Francisco (2016-09-22)
We here present a sample MATLAB program for the numerical evaluation of the confluent hypergeometric function Φ2. This program is based on the calculation of the inverse Laplace transform using the algorithm suggested by ... -
A New Framework for the Performance Analysis of Wireless Communications under Hoyt (Nakagami-q) Fading
Romero-Jerez, Juan Manuel; Lopez-Martinez, F. Javier (IEEE, 2017)
We present a novel relationship between the distribution of circular and non-circular complex Gaussian random variables. Specifically, we show that the distribution of the squared norm of a non-circular complex Gaussian ... -
Asymptotically Exact Approximations for the Symmetric Difference of Generalized Marcum-Q Functions
In this paper, we derive two simple and asymptotically exact approximations for the function defined as ΔQm(a, b) =Δ Qm(a, b) - Qm(b, a). The generalized Marcum Q-function Qm(a, b) appears in many scenarios in communications ... -
On the Calculation of the Incomplete MGF with Applications to Wireless Communications
The incomplete moment generating function (IMGF) has paramount relevance in communication theory, since it appears in a plethora of scenarios when analyzing the performance of communication systems. We here present a general ... -
The Fluctuating Two-Ray Fading Model: Statistical Characterization and Performance Analysis
Romero-Jerez, Juan Manuel; Lopez-Martinez, F. Javier; París-Ángel, José Francisco; Goldsmith, Andrea (IEEE, 2017)
We introduce the fluctuating two-ray (FTR) fading model, a new statistical channel model that consists of two fluctuating specular components with random phases plus a diffuse component. The FTR model arises as the natural ... -
The κ-µ Shadowed Fading Model with Integer Fading Parameters
We show that the popular and general κ-μ shadowed fading model with integer fading parameters μ and m can be represented as a mixture of squared Nakagami- m̂ (or Gamma) distributions. Thus, its PDF and CDF can be expressed ...