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arXiv 1104.4491cs.ITmath.IT
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分布式无线中继网络:分集-复用折衷

Opportunistic Wireless Relay Networks: Diversity-Multiplexing Tradeoff

Mohamed Abouelseoud, Aria Nosratinia

摘要:

传统上,网络分析依赖于独立性假设,这些假设在许多有趣和有用的网络拓扑中都是不成立的。本文开发的技术,扩大机会主义分析更广泛的网络类,提出了新的机会主义的方法,几个网络的几何形状,并分析它们在高信噪比制度。对于本文研究的每一种几何结构,我们分析了几种中继协议的机会DMT,包括放大转发、解码转发、压缩转发、非正交放大转发和动态解码转发。其中的亮点的结果:在各种多用户单中继网络,简单的选择策略的开发和DMT最优。结果表明,压缩转发中继实现DMT上界的机会多址中继信道,以及在机会的nxn用户网络与中继。其他协议,例如动态解码转发,在几种情况下被证明是接近最佳的。机会主义多址接入中继信道,机会主义广播中继信道,和机会主义网关信道的精确反馈进行了分析,并被证明是几乎一样好的完整的信道状态信息。

英文摘要:

Opportunistic analysis has traditionally relied on independence assumptions that break down in many interesting and useful network topologies. This paper develops techniques that expand opportunistic analysis to a broader class of networks, proposes new opportunistic methods for several network geometries, and analyzes them in the high-SNR regime. For each of the geometries studied in the paper, we analyze the opportunistic DMT of several relay protocols, including amplify-and-forward, decode-and-forward, compress-and-forward, non-orthogonal amplify-forward, and dynamic decode-forward. Among the highlights of the results: in a variety of multi-user single-relay networks, simple selection strategies are developed and shown to be DMT-optimal. It is shown that compress-forward relaying achieves the DMT upper bound in the opportunistic multiple-access relay channel as well as in the opportunistic nxn user network with relay. Other protocols, e.g. dynamic decode-forward, are shown to be near optimal in several cases. Finite-precision feedback is analyzed for the opportunistic multiple-access relay channel, the opportunistic broadcast relay channel, and the opportunistic gateway channel, and is shown to be almost as good as full channel state information.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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