Outage Performance of L-Branch Maximal-Ratio Combiner for Generalized k-μ Fading

On the AUC analysis in cognitive radio networks over κ-μ fading channel with noise uncertainty

“…and the usage of the inverse Laplace transform of Equation (15) yields to PDF of the RV γ MRC [14] f γ (γ) = Lµ(κ + 1)…”

On the Fast and Precise Evaluation of the Outage Probability of Diversity Receivers Over $\alpha -\mu $ , $\kappa -\mu $ , and $\eta -\mu $ Fading Channels

“…Using these results, the outage probability, the average capacity, and the average bit error probability (ABEP) of multibranch MRC receivers over κ−µ fading have been studied. In [12], the authors studied the outage probability of multibranch MRC receivers over κ − µ fading exploiting the fact that the sum of squared i.i.d κ − µ variates is a κ − µ RV with specific parameters. Da Costa et al presented in [13] accurate closed-form approximations of the sum of i.i.d η − µ and κ − µ.…”

Secrecy outage of SWIPT in the presence of cooperating eavesdroppers

“…Our work differs from [9,10] in that we consider cooperative scheduling among the eavesdroppers such that the eavesdropper with highest instantaneous signal-to-noise ratio (SNR) is scheduled to decode the confidential message. Also, in contrast to [9,10], our analysis treats the generic κ − µ fading model on the links [11]; this fading model contains other conventionally used channel models as special cases. For example, the κ− µ model resolves to Rayleigh fading for µ = 1 and κ → 0, the Rician fading model is obtained for µ = 1 and κ > 0, whereas the Nakagami-m fading model is obtained for µ > 0 and κ → 0 [11].…”