2012
DOI: 10.1016/j.enbuild.2011.12.001
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A methodology for meta-model based optimization in building energy models

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Cited by 226 publications
(136 citation statements)
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“…Output convergence and sampling efficiency have been studied, resulting in quasi-Monte Carlo sampling schemes instead of random sampling as generally described by Janssen [6] and illustrated by Burhenne et al [7]. Furthermore, Eisenhower et al [8] introduced the use of meta-models into building energy optimisation. Meta-modelling allows replacing a time-inefficient model by a model with a highly reduced calculation time.…”
Section: Monte-carlo-based Techniquesmentioning
confidence: 99%
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“…Output convergence and sampling efficiency have been studied, resulting in quasi-Monte Carlo sampling schemes instead of random sampling as generally described by Janssen [6] and illustrated by Burhenne et al [7]. Furthermore, Eisenhower et al [8] introduced the use of meta-models into building energy optimisation. Meta-modelling allows replacing a time-inefficient model by a model with a highly reduced calculation time.…”
Section: Monte-carlo-based Techniquesmentioning
confidence: 99%
“…As the proposed methodology may rapidly result in a high computational cost, even for very time-efficient models as those in referred literature, it is preferable to replace the original model with a simpler and much faster metamodel [8]. Furthermore, both convergence and sampling efficiency are crucial to overcome time issues while obtaining reliable results [6], as well as sensitivity analysis to select and determine input parameter distributions based on measurements or expertise [10].…”
Section: Paper Objectivesmentioning
confidence: 99%
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“…A meta-model (also called surrogate model) can be defined as a "model of model" (Eisenhower et al 2012b), which is simpler and computationally faster than an original model. Different meta-models were applied to reduce simulation time in many studies: Multiple linear regression model (Zhao 2012;Tian et al 2014;Manfren et al 2013;Tian and Choudhary 2012), Gaussian process emulator (Manfren et al 2013;Heo 2011;Heo et al 2012;Booth et al 2012) and Support Vector Machines (Eisenhower et al 2012b).…”
Section: Computational Timementioning
confidence: 99%
“…Different meta-models were applied to reduce simulation time in many studies: Multiple linear regression model (Zhao 2012;Tian et al 2014;Manfren et al 2013;Tian and Choudhary 2012), Gaussian process emulator (Manfren et al 2013;Heo 2011;Heo et al 2012;Booth et al 2012) and Support Vector Machines (Eisenhower et al 2012b). Wei et al (2015) investigated the predictive performance of six meta-models (full linear, Lasso, MARS, SVM, bagging MARS, and boosting) developed based on measured data.…”
Section: Computational Timementioning
confidence: 99%