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Formal verification of energy consumption for an EEG monitoring wireless body area sensor network

机译:对EEG监测无线人体区域传感器网络的能耗进行形式验证

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Wireless Body Area Sensor Networks (BASNs) are increasingly gaining notable attention in the domain of real-time and non-invasive human health care due to their cost-effectiveness. Minimizing their energy consumption under given data delay and distortion constraints is considered to be the most critical design factor for BASNs and specialized algorithms are developed for finding optimal parameters for minimizing the energy levels for BASNs. The optimization criteria are usually obtained based on the energy, delay and distortion relationships for the given BASN using paper-and-pencil proof and the performance of optimal parameter-finding algorithms is usually analyzed using simulation techniques. Due to the informal nature of paper-and-pencil proofs and simulation, 100% accuracy can never be ascertained, which is a severe limitation considering the safety-critical nature of BASNs. To overcome this limitation, we propose to use higher-order-logic theorem proving to conduct these analyses. As a first step towards this direction, this paper presents the higher-order-logic formalization of the commonly used mathematical relationships for energy consumption, data delay deadlines and distortion threshold constraints for an EEG monitoring BASN. These relationships can in turn be used for devising the optimization problem for the given BASN configuration.
机译:由于其成本效益,无线人体区域传感器网络(BASN)在实时和非侵入性人类健康护理领域越来越受到关注。在给定的数据延迟和失真约束下,最小化其能量消耗被认为是BASN的最关键设计因素,并且开发了专门的算法来寻找最佳参数,以最小化BASN的能量水平。通常使用纸和铅笔证明基于给定BASN的能量,​​延迟和失真关系来获得优化标准,并且通常使用仿真技术来分析最佳参数查找算法的性能。由于纸质铅笔证明和模拟的非正式性质,因此无法确定100%的准确性,考虑到BASN的安全性至关重要,这是一个严重的限制。为了克服此限制,我们建议使用经证明的高阶逻辑定理进行这些分析。作为朝这个方向迈出的第一步,本文介绍了用于脑电监测BASN的能耗,数据延迟期限和失真阈值约束的常用数学关系的高阶逻辑形式化。这些关系又可以用于为给定的BASN配置设计优化问题。

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