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For single-path Rayleigh fading channel (L = 1),the expression (13) is exactly that found by Sagias et al.[6] using the single branch receiver (SBR).
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In[6, 7], an expression of the capacity of single branch receivers operating over Rician, Nakagami-m, and Weibull fading channel was obtained in term of Meijer G-function.
We also can see many similar examples about two branches receiver, such as noncoherent receiver of conventional carrier-based FSK system.
The gain achievable scales thereby in high interference situations with the number of decoder branches, but also low-complexity two-branch MUD receiver can handle the severe interference situation cp. Figure 6.
Fig. 13 CIFR capacity of L-branch EGC receiver.
To verify the analysis, the BER of an L-branch MRC receiver is shown in Figure2.
Fig. 8 Analytical and simulated AoF for L-branch EGC receiver.
Hence, substituting (7) into (16) gives the following ASEP expression for the considered dual-branch SSC receiver: (17).
Fig. 16 Average symbol error probability of BPSK and QPSK modulations for 4-branch EGC receiver over i.n.i.d WFC.
Since no selection is performed at this stage, the error rate is that of an L-branch MRC receiver.
Figure 6 presents both the approximate and the simulated PDF of output SNR versus γ for double-branch EGC receiver and triple one.
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