Symbol Error Rate of MPSK Over EGK Channels Perturbed by a Dominant Additive Laplacian Noise

On the unified error performance of PSK modulation schemes over mm‐wave wireless channels affected by carrier phase synchronization errors

“…In addition, the cdf of the end-to-end SNR can be readily obtained from the moment-generating-function (MGF) of the SNR which circumvents the requirement of obtaining first the pdf of SNR. Based on the aforementioned arguments, we represent (23) in terms of F 𝛶 SRD (𝛾) as follows.…”

“…18,19 The performance over the EGK-distributed channels has been studied further in previous work. [20][21][22][23][24] But the carrier phase synchronization errors in case of coherent modulation schemes employed over EGK-distributed channels have not been considered in literature, [20][21][22][23][24] for performance evaluation. Recently, a fluctuating two-ray (FTR) mm-wave fading model was proposed in Jerez et al, 25 which provides a good empirical fit for outdoor measurements at 28 GHz.…”

Error rates of a full-duplex system over EGK fading channels subject to laplacian interference

“…Remark 5 The PDF in (6) cannot be expressed as a product of the two marginal PDFs of z r and z i , which proves the dependence among the real and imaginary components of Z. Remark 6 The problem of decoding in the presence of additive Laplacian perturbation (i.e., noise or interference) has been widely addressed in the literature (see [13], [18] and the references therein). However, a commonly used assumption is that the real and imaginary components, of the Laplacian perturbation, are independent.…”

“…To this end, a unified closed-from expression for the average symbol error rate (SER) is derived and the throughput of the 3NT FD scheme is characterized and compared to its HD counterpart. It is worth mentioning that the Nakagami-m fading model is selected for its flexibility to capture different fading environments and severities [13]. To the best of the authors' knowledge, this paper is the first to characterize the intra-cell interference in 3NT in closed-form and present the associated error rate and throughput analysis.…”

Downlink Error Rates of Half-Duplex Users in Full-Duplex Networks Over a Laplacian Inter-User Interference Limited and EGK Fading

“…The problem of decoding in the presence of additive Laplacian perturbation (i.e., noise or interference) has been widely addressed in the literature [28]- [32]. However, a common assumption in this literature is that the Laplacian perturbation has independent real and imaginary components.…”