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arXiv 1911.03336stat.APstat.MLstat.OT
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基于分位数自协方差的智能电表负荷层次聚类

Hierarchical Clustering for Smart Meter Electricity Loads based on Quantile Autocovariances

Andrés M. Alonso, F. Javier Nogales, Carlos Ruiz

摘要:

为了提高电力系统的效率和可持续性,世界上大多数国家都在住宅部门部署先进的计量基础设施,特别是家用智能电表。该技术能够以非常高的频率记录电力负荷时间序列,可以利用这些信息来开发新的聚类模型,以按照类似的消费模式对各个家庭进行分组。为此,在这项工作中,我们提出了三个层次聚类方法,允许捕捉不同的特性的时间序列。这些都是基于一组“相异性”的措施计算不同的功能:分位数自协方差,简单和偏自相关。主要优点是,它们允许在几个代表性特征中总结每个时间序列,使得它们在计算上是高效的,对离群值是鲁棒的,易于自动化,并且可扩展到数十万个智能电表系列。我们评估了每个聚类模型在现实世界的智能电表数据集与数千个半小时的时间序列的性能。结果表明,所获得的聚类如何识别相关的消费行为的家庭和捕获他们的地理人口细分的一部分。此外,我们应用监督分类程序来探索哪些特征与定义每个聚类更相关。

英文摘要:

In order to improve the efficiency and sustainability of electricity systems, most countries worldwide are deploying advanced metering infrastructures, and in particular household smart meters, in the residential sector. This technology is able to record electricity load time series at a very high frequency rates, information that can be exploited to develop new clustering models to group individual households by similar consumptions patterns. To this end, in this work we propose three hierarchical clustering methodologies that allow capturing different characteristics of the time series. These are based on a set of "dissimilarity" measures computed over different features: quantile auto-covariances, and simple and partial autocorrelations. The main advantage is that they allow summarizing each time series in a few representative features so that they are computationally efficient, robust against outliers, easy to automatize, and scalable to hundreds of thousands of smart meters series. We evaluate the performance of each clustering model in a real-world smart meter dataset with thousands of half-hourly time series. The results show how the obtained clusters identify relevant consumption behaviors of households and capture part of their geo-demographic segmentation. Moreover, we apply a supervised classification procedure to explore which features are more relevant to define each cluster.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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