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MULTI-ACCESS CHANNELS WITH MULTIPLE DECODE-AND-FORWARD RELAYS: RATE REGION AND ASYMPTOTIC SUM-RATE

机译:具有多个解码和前进继电器的多访问通道:速率区域和渐近的总和速率

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This paper considers the Gaussian multiple access channel (MAC) assisted by N parallel relays. For the channel, the rate region with decode-and-forward is derived, considering both full-duplex and half-duplex relaying. The asymptotic sum-rate of the channel, under Rayleigh-distributed fading, is also presented. We prove that the sum-rate of the MAC with D&F relays converges almost surely to the sum-rate without relays. Hence, at the asymptote, multiuser diversity makes D&F relaying useless. Nevertheless, is also shown here that for finite number of users, the sum-rate converges to a strictly increasing function of the number of relays.
机译:本文考虑了由N平行继电器辅助的高斯多通道(MAC)。对于通道,考虑全双工和半双工中继,导出具有解码和前进的速率区域。还提出了瑞利分布式衰落下通道的渐近总和率。我们证明,具有D&F继电器的MAC的总和率几乎肯定会收敛到没有继电器的总和速率。因此,在渐近,多用户多样性使D&F中继无用。然而,这里还示出了用于有限数量的用户,总和速率会收敛到继电器数量的严格增加的函数。

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