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Symmetric Capacity of the Gaussian Interference Channel With an Out-of-Band Relay to Within 1.15 Bits

机译:带外继电器在1.15位以内的高斯干扰信道的对称容量

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This paper studies the Gaussian interference channel (IC) with a relay, which transmits and receives in a band that is orthogonal to the IC. The channel associated with the relay is thus an out-of-band relay channel (OBRC). The focus is on a symmetric channel model, in order to assess the fundamental impact of the OBRC on the signal interaction of the IC, in the simplest possible setting. First, the linear deterministic model is investigated and the sum capacity of this channel is established for all possible channel parameters. In particular, it is observed that the impact of OBRC, as its links get stronger, is similar to that of output feedback for the IC. The insights obtained from the deterministic model are then used to design achievable schemes for the Gaussian model. The interference links are classified as extremely strong, very strong, strong, moderate, weak, and very weak. For strong and moderate interference, separate encoding is near optimal. For very strong and extremely strong interference, the interference links provide side information to the destinations, which can help the transmission through the OBRC. For weak or very weak interference, an extension of the Han–Kobayashi scheme for the IC is utilized, where the messages are split into common and private. To achieve higher rates, it is beneficial to further split the common message into two parts, and the OBRC plays an important role in decoding the common message. It is shown that our strategy achieves the symmetric capacity to within 1.14625 bits per channel use with duplexing factor 0.5, and 1.27125 bits per channel use for arbitrary duplexing factors, for all channel parameters. An important observation from the constant gap result is that strong interference can be beneficial with the presence of an OBR.
机译:本文利用继电器研究高斯干扰信道(IC),该继电器在与IC正交的频带中进行发送和接收。因此,与中继相关联的信道是带外中继信道(OBRC)。重点放在对称通道模型上,以便在最简单的设置下评估OBRC对IC信号交互的基本影响。首先,研究线性确定性模型,并为所有可能的信道参数建立该信道的总容量。特别是,可以观察到,随着OBRC的链接变得越来越强大,其影响与IC的输出反馈相似。然后将从确定性模型中获得的见解用于为高斯模型设计可实现的方案。干扰链路分为极强,非常强,强,中等,弱和非常弱。对于强烈和中等的干扰,单独编码接近最佳。对于非常强和极强的干扰,干扰链路会向目的地提供辅助信息,这有助于通过OBRC进行传输。对于弱干扰或非常弱的干扰,可使用IC的Han-Kobayashi方案的扩展,将消息分为公共消息和私有消息。为了获得更高的速率,将公共消息进一步分为两部分是有益的,并且OBRC在解码公共消息中起着重要的作用。结果表明,对于所有通道参数,我们的策略将对称容量提高到每通道使用1.14625位以内,双工因子为0.5,对于任意双工因子使用每通道1.27125位以内。从恒定间隙结果得出的一个重要观察结果是,存在OBR时强干扰可能是有益的。

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