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Constellations Maximizing Minimal Distance for Physical-Layer Network Coding Multiway Relaying

机译:用于物理层网络编码多路中继的最小距离最大化的星座

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This paper objects a design of constellations suitable for Physical-Layer Network Coding (PLNC) in a Multi-Way Relay Channel (M-WRC). We formulate the constellation design as a general constrained optimization problem maximizing minimal distance of network coding function decoding. The numerically obtained constellations are recognized to possess some regular structure. The optimal constellations for 2-WRC are power-balanced hexagonal constellations with particular type of indexing. As far as the optimization problem is numerically tractable, we declare optimality of power-scaled pre-rotated amplitude shift keying constellations for M-WRC with number of terminals > 2. All optimums decode non-linear modulo-sum network coding function and offer considerable performance gains in comparison to canonical schemes. This work also demonstrates that PLNC strategy tailored to M-WRC overcome PLNC 2-WRC approach.
机译:本文针对一种适用于多路中继信道(M-WRC)中物理层网络编码(PLNC)的星座设计。我们将星座设计公式化为使网络编码函数解码的最小距离最大化的一般约束优化问题。数值获得的星座被认为具有一定的规则结构。 2-WRC的最佳星座图是具有特定类型索引的功率平衡六边形星座图。就优化问题在数值上易于解决的问题而言,我们声明了终端数量大于2的M-WRC的功率缩放预旋转​​幅度移位键控星座图的最优性。所有最优值均对非线性模和网络编码功能进行解码,并提供了可观的与规范方案相比,性能有所提高。这项工作还表明,针对M-WRC量身定制的PLNC策略可以克服PLNC 2-WRC方法。

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