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Unsupervised Bayesian Non Parametric approach for Non-Intrusive Load Monitoring based on time of usage

机译:基于使用时间的非侵入性负荷监测的无监督贝叶斯非参数方法

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Infinite Factorial Hidden Markov Model (iFHMM) is an attractive extension of Factorial Hidden Markov Model for Non-Intrusive Load Monitoring (NILM) which infers automatically the number of appliances in households and adapts its effective model complexity to fit the data. However, due to the infinite dimension nature of the model, its inference is difficult and faces several issues in the context of NILM. First, the model is hindered by computational complexity because it cannot deal with a number of appliances greater than ten. Second, it still requires accuracy improvement. Third, the model convergence may take a too long time. Therefore, a new infinite Factorial Hidden Markov Model constrained on Contextual features (iFHMMCC) is developed to overcome these shortcomings. To this end, appliances? time of usage is added to the model in order improve disaggregation accuracy. Besides, it is used to alleviate the inference?s computational complexity and makes the model more tractable than Bayesian NonParametric (BNP) state of the art algorithms. Evaluation is performed on REDD database and the proposed approach is compared to five different well-known BNP disaggregation algorithms. The obtained results demonstrate an encouraging improvement in disaggregation accuracy as well as the inference?s computational complexity.Infinite Factorial Hidden Markov Model (iFHMM) is an attractive extension of Factorial Hidden Markov Model for Non-Intrusive Load Monitoring (NILM) which infers automatically the number of appliances in households and adapts its effective model complexity to fit the data. However, due to the infinite dimension nature of the model, its inference is difficult and faces several issues in the context of NILM. First, the model is hindered by computational complexity because it cannot deal with a number of appliances greater than ten. Second, it still requires accuracy improvement. Third, the model convergence may take a too long time. Therefore, a new infinite Factorial Hidden Markov Model constrained on Contextual features (iFHMMCC) is developed to overcome these shortcomings. To this end, appliances & rsquo; time of usage is added to the model in order improve disaggregation accuracy. Besides, it is used to alleviate the inference & rsquo;s computational complexity and makes the model more tractable than Bayesian Non Parametric (BNP) state of the art algorithms. Evaluation is performed on REDD database and the proposed approach is compared to five different well-known BNP disaggregation algorithms. The obtained results demonstrate an encouraging improvement in disaggregation accuracy as well as the inference & rsquo;s computational complexity.(c) 2021 Elsevier B.V. All rights reserved.
机译:无限阶乘隐性马尔可夫模型(IFHMM)是针对非侵入式负载监测(NILM)的阶乘隐性马尔可夫模型的有吸引力的扩展,用于自动自动户口的家庭中的设备数量,并适应其有效的模型复杂性以适应数据。然而,由于模型的无限尺寸性质,其推断难以在尼尔的背景下面临几个问题。首先,该模型受到计算复杂性的阻碍,因为它无法处理大于十的多个设备。其次,它仍然需要准确性改进。第三,模型融合可能需要太长时间。因此,开发了一个限制了关于上下文特征(IFHMCC)的新无限阶乘隐性马尔可夫模型以克服这些缺点。为此,家电?使用时间是在模型中添加到模型中,以提高分解精度。此外,它用于减轻推理的计算复杂性,使模型比贝叶斯非参数(BNP)的算法更具易行。评估在REDD数据库上执行,并且将所提出的方法与五种不同的众所周知的BNP分类算法进行比较。所获得的结果表明,令人振奋的分类准确性以及推理的计算复杂性.Finite阶乘隐性马尔可夫模型(IFHMM)是非侵入式负载监测(NILM)自动的非侵入性负荷监测模型的吸引力扩展家庭的家电数量,适应其有效的模型复杂性以适应数据。然而,由于模型的无限尺寸性质,其推断难以在尼尔的背景下面临几个问题。首先,该模型受到计算复杂性的阻碍,因为它无法处理大于十的多个设备。其次,它仍然需要准确性改进。第三,模型融合可能需要太长时间。因此,开发了一个限制了关于上下文特征(IFHMCC)的新无限阶乘隐性马尔可夫模型以克服这些缺点。为此,电器和rsquo;使用时间是在模型中添加到模型中,以提高分解精度。此外,它用于缓解推理和rsquo的计算复杂性,并使模型比贝叶斯非参数(BNP)的算法更具易行。评估在REDD数据库上执行,并且将所提出的方法与五种不同的众所周知的BNP分类算法进行比较。所获得的结果表明了分类准确性以及推理和rsquo的令人鼓舞的改善。(c)2021 Elsevier B.V.保留所有权利。

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