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Learning Wireless Networks' Topologies Using Asymmetric Granger Causality

机译:利用非对称格兰杰学习无线网络拓扑   因果关系

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摘要

Sharing spectrum with a communicating incumbent user (IU) network requiresavoiding interference to IU receivers. But since receivers are passive when inthe receive mode and cannot be detected, the network topology can be used topredict the potential receivers of a currently active transmitter. For thispurpose, this paper proposes a method to detect the directed links between IUsof time multiplexing communication networks from their transmission start andend times. It models the response mechanism of commonly used communicationprotocols using Granger causality: the probability of an IU starting atransmission after another IU's transmission ends increases if the former is areceiver of the latter. This paper proposes a non-parametric test statistic fordetecting such behavior. To help differentiate between a response and theopportunistic access of available spectrum, the same test statistic is used toestimate the response time of each link. The causal structure of the responseis studied through a discrete time Markov chain that abstracts the IUs' mediumaccess protocol and focuses on the response time and response probability of 2IUs. Through NS-3 simulations, it is shown that the proposed algorithmoutperforms existing methods in accurately learning the topologies ofinfrastructure-based networks and that it can infer the directed data flow inad hoc networks with finer time resolution than an existing method.
机译:与正在通信的现有用户(IU)网络共享频谱需要避免对IU接收器的干扰。但是由于接收器处于接收模式时是被动的,并且无法检测到,因此可以使用网络拓扑结构预测当前处于活动状态的发送器的潜在接收器。为此,本文提出了一种从时分多路复用通信网络的传输开始和结束时间检测IU之间的有向链路的方法。它使用格兰杰因果关系对常用通信协议的响应机制进行建模:如果前者是后者的接收者,则在另一个IU的传输结束后IU开始传输的可能性就会增加。本文提出了一种用于检测此类行为的非参数检验统计量。为了帮助区分响应和可用频谱的机会性访问,使用相同的测试统计量来估计每个链路的响应时间。通过离散的时间马尔可夫链研究响应的因果结构,该时间链抽象了IU的媒体访问协议,并着重于2IU的响应时间和响应概率。通过NS-3仿真,表明该算法在准确学习基于基础架构的网络拓扑方面优于现有方法,并且可以比现有方法以更快的时间分辨率推断自组织网络中的定向数据流。

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