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Invisible Units Detection and Estimation Based on Random Matrix Theory

机译:基于随机矩阵理论的无形单位检测与估计

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摘要

Invisible units mainly refer to small-scale units that are not monitored by, and thus are not visible to utilities. Integration of these invisible units into power systems does significantly affect the way in which a distribution grid is planned and operated. This paper, based on random matrix theory (RMT), proposes a statistical, data-driven framework to handle the massive grid data, in contrast to its deterministic, model-based counterpart. Combining the RMT-based data-mining framework with conventional techniques, some heuristics are derived as the solution to the invisible units detection and estimation task: linear eigenvalue statistic indicators (LESs) are suggested as the main ingredients of the solution; according to the statistical properties of LESs, the hypothesis testing is formulated to conduct change point detection in the high-dimensional space. The proposed method is promising for anomaly detection and pertinent to current distribution networks-it is capable of detecting invisible power usage and fraudulent behavior while even being able to locate the suspect's location. Case studies, using both simulated data and actual data, validate the proposed method.
机译:看不见的单位主要是指未被监视的小规模单元,因此对公用事业不可见。将这些隐形单元集成到电力系统中确实会影响计划和操作分配网格的方式。本文基于随机矩阵理论(RMT),提出了一种统计数据驱动的框架来处理大规模网格数据,与其确定性的基于模型的对应物相比。将基于RMT的数据挖掘框架与常规技术相结合,一些启发式作为隐形单元检测和估计任务的解决方案:线性特征值统计指标(较少)被建议作为解决方案的主要成分;根据较少的统计性质,制定假设检测以在高维空间中进行变化点检测。该方法对异常检测和与当前分配网络有关的方法 - 它能够检测不可见的电力使用和欺诈行为,同时甚至能够找到嫌疑人的位置。案例研究,使用模拟数据和实际数据,验证所提出的方法。

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