2014
DOI: 10.48550/arxiv.1410.5846
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Cooperative Non-Orthogonal Multiple Access in 5G Systems

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Cited by 3 publications
(4 citation statements)
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“…This observation confirms the analytical results developed in (11) which show that the probability P(R m + R n − Rm − Rn < R) is no longer a function of SNR, when ρ → 0. It is interesting to observe that the choice of a smaller m is preferable to reduce P(R m + R n − Rm − Rn < R), a phenomenon previously reported in [8]. The probability that the sum rate gap between F-NOMA and conventional MA is larger than R. M = 5 and n = M .…”
Section: A Noma With Fixed Power Allocationmentioning
confidence: 67%
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“…This observation confirms the analytical results developed in (11) which show that the probability P(R m + R n − Rm − Rn < R) is no longer a function of SNR, when ρ → 0. It is interesting to observe that the choice of a smaller m is preferable to reduce P(R m + R n − Rm − Rn < R), a phenomenon previously reported in [8]. The probability that the sum rate gap between F-NOMA and conventional MA is larger than R. M = 5 and n = M .…”
Section: A Noma With Fixed Power Allocationmentioning
confidence: 67%
“…These developed analytical results demonstrate that it is almost certain for F-NOMA to outperform conventional MA, and the channel quality of the n-th user is critical to this probability. In addition, the gap between the sum rates achieved by F-NOMA and conventional MA is also studied, and it is shown that this gap is determined by how different the two users' channel conditions are, as initially reported in [8]. For example, if n = M , it is preferable to choose m = 1, i.e., pairing the user with the best channel condition with the user with the worst channel condition.…”
Section: Introductionmentioning
confidence: 94%
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“…Furthermore, Benjebbour et al in [9] present the benefits of NOMA and discuss its performance considering adaptive modulation and coding, and frequencydomain scheduling. Moreover, Ding and co-authors in [10]- [11] discuss the superior performance of NOMA in terms of ergodic sum rates and the importance of power allocation, and a cooperative NOMA scheme where users with higher channel gains have prior information about other users' messages, respectively. Finally, Ding, Fan and Poor in [12] study user pairing on two NOMA schemes and how it affects the sum rate.…”
Section: Introductionmentioning
confidence: 99%