2016
DOI: 10.1016/j.energy.2016.10.066
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Prediction of residential building energy consumption: A neural network approach

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Cited by 252 publications
(102 citation statements)
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“…Biswas described, that the artificial neural network has emerged as a key method to address the issue of nonlinearity of building energy data and the robust calculation of large and dynamic data [49]. Pantazaras used incorporating CO 2 concentration as a factor in predictive models may unlock further optimization opportunities in controller applications, especially in buildings with highly varied occupancy, such as institutional buildings with the results, which suggest that there is indeed potential for at least short-term prediction using a very simple identification procedure [50].…”
Section: Second Part-the Optimized Artificial Neural Network Model Wimentioning
confidence: 99%
“…Biswas described, that the artificial neural network has emerged as a key method to address the issue of nonlinearity of building energy data and the robust calculation of large and dynamic data [49]. Pantazaras used incorporating CO 2 concentration as a factor in predictive models may unlock further optimization opportunities in controller applications, especially in buildings with highly varied occupancy, such as institutional buildings with the results, which suggest that there is indeed potential for at least short-term prediction using a very simple identification procedure [50].…”
Section: Second Part-the Optimized Artificial Neural Network Model Wimentioning
confidence: 99%
“…Figure 7 presents projections (average for 10 iterations) resulted from the DmGNn models. Learning models were extensively applied in the case of NG demand predictions [62,136]. Some competitive prediction models were selected to compare outputs of the proposed model and analysis of the accuracy.…”
Section: Outputs and Resultsmentioning
confidence: 99%
“…The process of training the MFFNNBP depends on the backpropagation process, which calculates the gradient decent error between the target output and the predicted output considering the new weights each time.The Levenberg-Marquardt method involves an iterative improvement of values in order to reduce the sum of the squares of the errors. The Levenberg-Marquardt use gradient descent method and the Gauss-Newton method to solve problems [20]. In the gradient descent method, the sum of the squared errors is reduced by updating the values in the direction of the greatest reduction of the least squares objective, and the Gauss-Newton method reduces the sum of the square errors to finding the minimum of the quadratic [13].…”
Section: Proposed Modelmethodsologymentioning
confidence: 99%