In this study, the capacity problem in a two-way fading channel is considered. The authors propose amplify-and-forward with lattice codes (AF&LC), exploiting a modulo operation at the relay. Without destroying the...
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In this study, the capacity problem in a two-way fading channel is considered. The authors propose amplify-and-forward with lattice codes (AF&LC), exploiting a modulo operation at the relay. Without destroying the construct of codebook, the modulo operation reduces the power of the received signals, and thus achieves a larger power-scaled gain than the amplified-and-forward with random codes (AF&RC). It is proved that AF&LC outperforms AF&RC in the high signal-to-noise ratio (SNR) regime by employing theoretical analyses. By simulating one-dimension lattice codes, AF&LC achieves about 1.5 dB SNR gain over AF&RC with error probability 10(-2). Compared with decode-and-forward with lattice codes (DF&LC) and fixed modulo-and-forward (FMF), AF&LC achieves larger rate region which is closer to upper bound in some scenarios. Moreover, AF&LC can work in fading two-way channels without feedback schemes, which is easier to be implemented than DF&LC, FMF and compress-and-forward.
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