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Optimized constellations for two-way wireless relaying with physical network coding

TLDR
The proposed modulation scheme can significantly improve end-to-end throughput for two-way relaying systems and is applicable to a relaying system using higher-level modulations of 16QAM in the MA stage.
Abstract
We investigate modulation schemes optimized for two-way wireless relaying systems, for which network coding is employed at the physical layer. We consider network coding based on denoise-and-forward (DNF) protocol, which consists of two stages: multiple access (MA) stage, where two terminals transmit simultaneously towards a relay, and broadcast (BC) stage, where the relay transmits towards the both terminals. We introduce a design principle of modulation and network coding, considering the superposed constellations during the MA stage. For the case of QPSK modulations at the MA stage, we show that QPSK constellations with an exclusive-or (XOR) network coding do not always offer the best transmission for the BC stage, and that there are several channel conditions in which unconventional 5-ary constellations lead to a better throughput performance. Through the use of sphere packing, we optimize the constellation for such an irregular network coding. We further discuss the design issue of the modulation in the case when the relay exploits diversity receptions such as multiple-antenna diversity and path diversity in frequency-selective fading. In addition, we apply our design strategy to a relaying system using higher-level modulations of 16QAM in the MA stage. Performance evaluations confirm that the proposed scheme can significantly improve end-to-end throughput for two-way relaying systems.

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Physical-layer network coding: Tutorial, survey, and beyond ✩

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Reliable Physical Layer Network Coding

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Reliable Physical Layer Network Coding

TL;DR: In this paper, the authors explore the core ideas behind linear network coding and the possibilities it offers for communication over interference-limited wireless networks, and present some simple examples of such a technique.
References
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Posted Content

Physical Layer Network Coding

TL;DR: This paper proposes a physical-layer network coding (PNC) scheme to coordinate transmissions among nodes that makes use of the additive nature of simultaneously arriving electromagnetic (EM) waves for equivalent coding operation and demonstrates its potential for boosting network capacity.
Journal ArticleDOI

Computation Over Multiple-Access Channels

TL;DR: It is shown that there is no source-channel separation theorem even when the individual sources are independent, and joint source- channel strategies are developed that are optimal when the structure of the channel probability transition matrix and the function are appropriately matched.
Posted Content

Physical Network Coding in Two-Way Wireless Relay Channels

TL;DR: In this paper, the authors investigated the conditions for maximization of the two-way rate for each individual scheme: (1) the Decode-and-Forward (DF) 3-step schemes, (2) three different schemes with two steps: Amplify-and--Forward (AF), JDF and Denoise--and-forward (DNF), and the most interesting result of the paper is that, for some SNR configurations of the source-relay links, JDF yields identical maximal twoway rate as the upper bound on DNF.
Proceedings ArticleDOI

Physical Network Coding in Two-Way Wireless Relay Channels

TL;DR: The most interesting result of the paper is that, for some SNR configurations of the source - relay links, JDF yields identical maximal two-way rate as the upper bound on the rate for DNF.
Proceedings ArticleDOI

Achievable Rate Regions for the Two-way Relay Channel

TL;DR: It is shown that a combined strategy of block Markov superposition coding and Wyner-Ziv coding achieves the cut-set upper bound on the sum-rate of the two-way relay channel when the relay is in the proximity of one of the terminals.
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