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Efficient Symbol Error Rate Analysis of Cooperative Non-Regenerative Relay Systems over Generalized Fading Channels

机译:广义衰落信道下合作非再生中继系统的有效符号误码率分析

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In this article, we develop a unified approach to the asymptotic performance analysis of symbol error rates for two-hop cooperative non-regenerative multi-relay networks over a myriad of stochastic channel models. Our proposed moment generating function (MGF) based analytical framework is also sufficiently general to encapsulate all types of coherent, differentially-coherent and non-coherent digital modulation schemes. In addition to simplifying the computation complexity of average symbol error rate (ASER) for cooperative amplify-and-forward (CAF) diversity systems treated in the literature, we also provide an accurate approximation for the desired ASER in a number of fading environments that heretofore had resisted a simple solution. The accuracy of our approximations has been validated with the closed-form formulas that are available for specific fading environments (e.g., Rayleigh and Nakagami-m channels) and via computer (Monte Carlo) simulations. Our analytical approach may also be extended to other types of cooperative strategies and multi-hop networks, although it is beyond the scope of this article.
机译:在本文中,我们开发了一种统一的方法,用于在众多随机信道模型上的两跳协作非再生多中继网络的符号错误率的渐近性能分析。我们提出的基于矩量生成函数(MGF)的分析框架也足够通用,可以封装所有类型的相干,差分相干和非相干数字调制方案。除了简化文献中讨论的协作放大和转发(CAF)分集系统的平均符号错误率(ASER)的计算复杂度之外,我们还提供了迄今为止许多衰落环境中所需ASER的精确近似值拒绝了一个简单的解决方案。我们的近似值的准确性已通过适用于特定衰落环境(例如,瑞利和Nakagami-m信道)的闭式公式以及通过计算机(蒙特卡洛)仿真进行了验证。我们的分析方法也可以扩展到其他类型的合作策略和多跳网络,尽管它不在本文的讨论范围之内。

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