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Epidemic data survivability in Unattended Wireless Sensor Networks: New models and results

机译:无人值守无线传感器网络中流行数据的生存能力:新模型和新结果

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Unattended Wireless Sensor Networks (UWSNs), characterized by the intermittent presence of the sink, are exposed to attacks aiming at tampering with the sensors and the data they store. In order to prevent an adversary from erasing any sensed data before the sink collects them, it is common practice to rely on data replication. However, identifying the most suitable replication rate is challenging: data should be redundant enough to avoid data loss, but not so much as to pose an excessive burden on the limited resources of the sensors. As noted before in the literature, this problem is similar to finding the minimum infection rate that makes a disease endemic in a population. Yet, unlike previous attempts to leverage on this parallelism, we argue that model and system parameters must be carefully bound according to conservative and realistic assumptions on the behavior of the network, further taking into account possible statistical fluctuations. In this paper, we therefore refine the connection between the Susceptible, Infected, Susceptible (SIS) epidemic model and the survivability of sensed data in UWSNs. In particular, based on probabilistic data replication and deletion rates, we identify proper conditions to guarantee that sensed information become endemic. In both the full visibility model (i.e. unlimited transmission range) and the geometric one (i.e. limited transmission range), the proposed approach achieves: (i) data survivability, (ii) optimal usage of sensors resources, and (iii) fast collecting time. Building on advanced probabilistic tools, we provide theoretically sound results, that are further supported by an extensive experimental campaign performed on synthetically generated networks. Obtained results show the quality of our model and viability of the proposed solution.
机译:无人值守的无线传感器网络(UWSN)的特征在于接收器的间歇性存在,它们遭受了旨在篡改传感器及其所存储数据的攻击。为了防止对手在接收器收集到的任何数据之前擦除它们,通常的做法是依靠数据复制。但是,确定最合适的复制速率具有挑战性:数据应足够冗余以避免数据丢失,但又不能给传感器的有限资源带来过多负担。如文献之前所指出的,该问题类似于找到使疾病在人群中流行的最小感染率。但是,与先前尝试利用这种并行性的尝试不同,我们认为必须根据对网络行为的保守和现实假设来仔细绑定模型和系统参数,并进一步考虑可能的统计波动。因此,在本文中,我们完善了易感,感染,易感(SIS)流行病模型与UWSN中感测数据的可生存性之间的联系。特别是,基于概率数据的复制和删除率,我们确定了适当的条件以保证所感测的信息成为地方性信息。在全能见度模型(即无限制的传输范围)和几何模型(即有限的传输范围)中,所提出的方法都可以实现:(i)数据可生存性,(ii)传感器资源的最佳使用,以及(iii)快速收集时间。我们以先进的概率工具为基础,提供了理论上合理的结果,并通过在合成网络上进行的广泛实验活动进一步支持了该结果。获得的结果表明我们模型的质量和所提出解决方案的可行性。

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