自编码
智能电表
计算机科学
智能电网
测光模式
量化(信号处理)
深度学习
熵(时间箭头)
实时计算
人工智能
变压器
数据压缩
编码器
人工神经网络
瞬态(计算机编程)
计算机工程
网格
压缩比
模式识别(心理学)
数据挖掘
一般化
时域
算法
米
机器学习
离散化
数据建模
作者
Giup Seo,Minseok Jeong,Heehun Jeong,Dongju Kim,Seungnam Han,Seungwook Yoon,Euiseok Hwang
标识
DOI:10.1016/j.ijepes.2026.111793
摘要
Given the vast amounts of data generated by smart meters in smart grids, developing effective compression schemes is essential to address storage and communication challenges. However, the suitability of deep learning models for compressing smart meter data with events characterized by sharp transitions, jumps, and surge peaks from appliance activities remains underexplored. In this paper, we underscore that generalization performance deteriorates substantially when autoencoder approaches fail to preserve the shift equivariance property, indicating that the model overlooks essential features and instead relies on non-generalizable patterns. Furthermore, we observe that autoencoders incur significant reconstruction errors when handling transient periods due to Gibbs-like and staircase artifacts . To address these challenges, we propose an event-preserving autoencoder framework that maintains shift equivariance and is robust to inherent transient load profiles in smart meter data. To this end, it combines a convolution-based architecture with an event-preserving regularization term. Evaluations on public datasets demonstrate that our method outperforms existing autoencoders and a state-of-the-art transformer for time-series data, establishing it as an efficient and reliable solution for compressing smart meter data with events. Furthermore, we analyze how quantization and entropy-constrained loss influence reconstruction quality and compression ratio performance, providing insights into the trade-offs in practical deployments. • Shift equivariance ensures superior generalization for smart meter compression. • Total variation effectively mitigates Gibbs-like artifacts in transient periods. • Proposed method achieves performance comparable to bzip2 and LZMA in smart grid tasks • Codebook-based quantization achieves better performance under entropy constraint.
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