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From the simulation results, both bound and simulation curves show the gain from MMSE IC compared with ZF IC.
From the figure, both bound and simulation curves show the loss due to the practical IC error, compared with perfect IC.
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Fig. 6 Bound and simulation curves for UE1 under NOMA with different modulation schemes.
Fig. 10 Bound and simulation curves for UE1 under NOMA with perfect and practical IC under single-path Rayleigh channel.
Figure 10 shows the bound and simulation curves for UE1 NOMA with perfect and practical ZF IC under the single-path Rayleigh channel.
Figure 12 shows the bound and simulation curves for UE1 NOMA with practical ZF and MMSE IC under the single-path Rayleigh channel.
Fig. 12 Bound and simulation curves for UE1 under NOMA with practical ZF and MMSE IC under single-path Rayleigh channel.
There is a gap between the bounds and simulation curves throughout the region of high SNR.
Future model-bound and simulation analyses of craniometric and genetic data from a wider geographic range will shed more light on these issues.
They are plotted for the number of precoding matrices in PU2RC, G E =2 and 4. Figure 5 shows both the upper bound and the simulation results of throughput loss versus the number of users K for four and eight transmit antennas.
The bit error rate (BER) performance of the proposed HR-DSM schemes is evaluated by using both theoretical upper bound and computer simulations.
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