用于改进智能照明控制的时序人工神经网络增强功能

Aji Gautama Putrada, M. Abdurohman, Doan Perdana, Hilal Hudan Nuha
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引用次数: 0

摘要

之前的一些研究提出了一种时序人工神经网络(TS-ANN),用于将 PIR 传感器的移动数据转换为存在数据,从而提高智能照明控制的性能。然而,这种时序预测概念存在维度诅咒问题。本研究旨在提出一种应用主成分分析与 TS-ANN (PCA-TS-ANN)的智能方法,用于低维度的智能照明控制。我们从利用 PIR 传感器的智能照明实施中直接获得了原始数据。我们对原始数据集进行交叉相关处理,以找到最佳时间步长。然后,我们根据所选的调整参数值,通过 PCC 发现最佳 TS-ANN 。然后,我们设计并比较涉及 TS-ANN 和 PCA 组合的方案。最后,我们使用准确度、精确度、召回率、F1-得分和延迟等指标对这些方案进行评估。研究结果表明,PCA-TS-ANN 模型的准确度、精确度、召回率和 F1 分数分别为 0.9993、0.9997、0.9994 和 0.9996。PCA 方法将 TS-ANN 特征从 1200 个特征减少到 36 个。模型大小也从 3534kB 减小到 807kB。与 TS-ANN 相比,我们的模型具有更简单的复杂性,µ ± σ 延迟为 0.27±0.06 ms,而 TS-ANN 为 0.34±0.11 ms。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Temporal Sequential-Artificial Neural Network Enhancements for Improved Smart Lighting Control
Several previous studies have proposed a temporal sequential-artificial neural network (TS-ANN) to convert PIR Sensor movement data into presence data and improve the performance of smart lighting control. However, such a temporal-sequential forecasting concept has a curse of dimensionality problem. This study aims to proposes the application of principal component analysis with TS-ANN (PCA-TS-ANN) as an intelligent method for controlling smart lighting with low dimensions. We have primary data directly from a smart lighting implementation that utilizes PIR sensors. We apply cross-correlation to the original dataset to find the optimum time step. Then we discover the optimum TS-ANN based on selected tuning parameter values through PCC. We then design and compare scenarios involving the combination of TS-ANN and PCA. Finally, we evaluate these scenarios using the metrics Accuracy, Precision, Recall, F1− Score, and Delay. The results of this study are the PCA-TS-ANN model with Accuracy, Precision, Recall, and F1−Score value of 0.9993, 0.9997, 0.9994, and 0.9996 respectively. The PCA method reduces the TS-ANN features from 1200 features to 36 features. The model size has also decreased from 3534kB to 807kB. Our model has a simpler complexity with TS-ANN that the µ ± σ Delay is 0.27±0.06 ms versus 0.34±0.11 ms.
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