Non-parametric learning to infer wireless relays, routes and traffic patterns from time series of spectrum activity

S. Kokalj-Filipovic, P. Spasojevic, A. Poylisher
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引用次数: 1

Abstract

Non-parametric inference techniques are proposed to understand latent structure behind sequences of spectral activity indicators, i.e. packet start and stop times, of networked wireless transmitters. We aim to infer the latent network structure and characterize information flow between spectrally monitored nodes. The practical aspect of learning is to aid the reasoning of a cognitive network about its unknown and dynamic spectrum environment. We first segment the observed on-off time series into temporal segments of statistically discernible behavioral states. Each state segment has distinct emission statistics and a specific duration, learned by using a Bayesian non-parametric method, referred to as HDP-HSMM [1] in our prior work [2]. The end result is that new times series of state segments are derived from the observations of each nodes activity. We propose test statistics, loosely related to Granger-causality between per-node sequences of state segments, to trace the impact of one nodes traffic to another. We define extendable statistical models of causality in which not only state changes are considered as events, but also the nature of those changes, i.e. whether the new state has similar observation statistics in both nodes. Our approach is non-parametric as it does not require knowledge about underlying network protocols.
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从频谱活动的时间序列推断无线中继、路由和交通模式的非参数学习
提出了非参数推理技术来理解频谱活动指标序列背后的潜在结构,即网络无线发射机的数据包开始和停止时间。我们的目的是推断潜在的网络结构和表征频谱监测节点之间的信息流。学习的实际方面是帮助认知网络对其未知和动态的频谱环境进行推理。我们首先将观察到的开关时间序列分割成统计上可识别的行为状态的时间片段。每个状态段都有不同的排放统计数据和特定的持续时间,通过使用贝叶斯非参数方法学习,在我们之前的工作[2]中称为HDP-HSMM[1]。最终的结果是从每个节点活动的观察中得到新的状态段时间序列。我们提出测试统计数据,松散地与状态段的每个节点序列之间的格兰杰因果关系相关,以跟踪一个节点流量对另一个节点的影响。我们定义了可扩展的因果关系统计模型,其中不仅将状态变化视为事件,而且还将这些变化的性质视为事件,即新状态在两个节点中是否具有相似的观察统计量。我们的方法是非参数的,因为它不需要了解底层网络协议。
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