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An Approximation Approach to Network Information Theory

机译:网络信息理论的一种近似方法

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This monograph illustrates a novel approach, which is based on changing the focus to seek approximate solutions accompanied by universal guarantees on the gap to optimality, in order to enable progress on several key open problems in network information theory. We seek universal guarantees that are independent of problem parameters, but perhaps dependent on the problem structure. At the heart of this approach is the development of simple, deterministic models that capture the main features of information sources and communication channels, and are utilized to approximate more complex models. The program advocated in this monograph is to use first seek solutions for the simplified deterministic model and use the insights and the solution of the simplified model to connect it to the original problem. The goal of this deterministic-approximation approach is to obtain universal approximate characterizations of the original channel capacity region and source coding rate regions. The translation of the insights from the deterministic framework to the original problem might need non-trivial steps either in the coding scheme or in the outer bounds. The applications of this deterministic-approximation approach are demonstrated in four central problems, namely unicast/multicast relay networks, interference channels, multiple descriptions source coding, and joint source-channel coding over networks. For each of these problems, it is illustrated how the proposed approach can be utilized to approximate the solution and draw engineering insights. Throughout the monograph, many extensions and future directions are addressed, and several open problems are presented in each chapter. The monograph is concluded by illustrating other deterministic models that can be utilized to obtain tighter approximation results, and discussing some recent developments on utilization of deterministic models in multi-flow multi-hop wireless networks.
机译:本专着说明了一种新颖的方法,该方法基于改变重点以寻求近似解决方案,并伴随着对最优差距的普遍保证,从而使网络信息理论中的几个关键性开放问题能够取得进展。我们寻求与问题参数无关,但可能取决于问题结构的通用保证。这种方法的核心是开发简单的确定性模型,这些模型可以捕获信息源和通信渠道的主要特征,并可以用来近似更复杂的模型。本专论中提倡的程序是对简化的确定性模型使用“第一寻求”解决方案,并利用简化模型的见解和解决方案将其与原始问题联系起来。这种确定性近似方法的目标是获得原始信道容量区域和源编码率区域的通用近似特征。从确定性框架到原始问题的见解转化可能需要在编码方案中或在外部界限中的重要步骤。这种确定性近似方法的应用在四个主要问题中得到了证明,即单播/多播中继网络,干扰信道,多描述源编码以及网络上的联合源信道编码。对于这些问题中的每一个,都说明了如何利用提出的方法来近似解决方案并获得工程学见解。在整个专着中,讨论了许多扩展和未来的方向,并且在每章中都提出了一些未解决的问题。通过说明可用于获得更严格的近似结果的其他确定性模型,并讨论在多流多跳无线网络中使用确定性模型的一些最新进展,来结束本专着。

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