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Computing capacity and connectivity in cognitive radio ad-hoc networks

机译:Computing capacity and connectivity in cognitive radio ad-hoc networks

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摘要

We present some unique challenges in cognitive radio ad-hoc networks (CRAHNs) that are not present in conventional single-channel or multi-channel wireless ad-hoc networks. We first briefly survey these challenges and their potential impact on the design of efficient algorithms for several fundamental problems in CRAHNs. Then, we describe our recent contributions to the capacity maximization problemcite{capacity-mass} and the connectivity problemcite{connectivity-algosensors}. The capacity maximization problem is to maximize the overall throughput utility among multiple unicast sessions, the connectivity problem is to find a connected subgraph from the given cognitive radio network where each secondary node is equipped with multiple radios. By assuming the physical interference model and asynchronous communications, we reformulate the above two problems where the capacity maximization problem is to find the maximum number of simultaneously transmitting links in secondary networks, and the connectivity problem is to construct a spanning tree over secondary networks using the fewest timeslots. We discuss the challenging issues for designing distributed approximation algorithms and give a preliminary framework for solving these two problems. © 2012 IEEE.
机译:我们在认知无线电自组织网络(CRAHN)中提出了一些独特的挑战,这些挑战在常规的单通道或多通道无线自组织网络中不存在。我们首先简要调查这些挑战及其对CRAHN中几个基本问​​题的有效算法设计的潜在影响。然后,我们描述我们最近对容量最大化问题{capacity-mass}和连通性问题{connectivity-algosensors}的贡献。容量最大化问题是要在多个单播会话之间最大化整体吞吐量效用,连通性问题是从给定认知无线电网络中找到一个连接的子图,其中每个辅助节点都配备有多个无线电。通过假设物理干扰模型和异步通信,我们重新构造了以上两个问题,其中容量最大化问题是查找辅助网络中同时传输的链路的最大数量,而连通性问题是使用子节点在辅助网络上构建生成树。最少的时隙。我们讨论了设计分布式近似算法的挑战性问题,并给出了解决这两个问题的初步框架。 ©2012 IEEE。

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