2017
DOI: 10.1016/j.proeng.2017.03.225
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Parameter Estimation of Seasonal Arima Models for Water Demand Forecasting Using the Harmony Search Algorithm

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Cited by 50 publications
(26 citation statements)
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“…For simplicity, we used a quasi-compressible approximation with density as an explicit variable. Oliveira [9] introduced the pressure and velocity coupling algorithm in OpenFOAM in detail. Considering the impact of compressibility, the filtered version of the general continuity equation was adopted by us (for simplicity, the bar graph above large variables is not selected): in our case, we used a quasi-compressible approximation, The density is used as an explicit variable.…”
Section: Mathematical Physics Equations and Openfoam Realizationmentioning
confidence: 99%
See 1 more Smart Citation
“…For simplicity, we used a quasi-compressible approximation with density as an explicit variable. Oliveira [9] introduced the pressure and velocity coupling algorithm in OpenFOAM in detail. Considering the impact of compressibility, the filtered version of the general continuity equation was adopted by us (for simplicity, the bar graph above large variables is not selected): in our case, we used a quasi-compressible approximation, The density is used as an explicit variable.…”
Section: Mathematical Physics Equations and Openfoam Realizationmentioning
confidence: 99%
“…Considering the impact of compressibility, the filtered version of the general continuity equation was adopted by us (for simplicity, the bar graph above large variables is not selected): in our case, we used a quasi-compressible approximation, The density is used as an explicit variable. Oliveira [9] introduced the pressure and velocity coupling algorithm in OpenFOAM in detail.…”
Section: Mathematical Physics Equations and Openfoam Realizationmentioning
confidence: 99%
“…using different statistical estimation techniques such as, ordinary least squares (OLS), generalized method of moments (GMM) and quantile regression (Deyà-Tortella et al 2019;Dikgang et al 2019;Kumar and Ramachandran 2019;Binet et al 2014;Cardoso 2013;Wentz and Gober 2007;Worthington and Hoffman 2008). The three most central aspects of empirical works on water consumption are the identification of water demand covariates, nature of water consumption data (i.e., aggregate or household) and the magnitudes of estimated price and income elasticities (Flyr et al 2019;Oliveira et al 2017;Sebri 2016;Gardner 2010;Bartczak et al 2009;Espey et al 1997;Worthington and Hoffman 2008;Ahmad et al 2016;Nauges and Thomas 2000;Martínez-Espiñeira 2002;Strand and Walker 2005). Despite different aspects of empirical evidence on water consumption in cities, the common procedure involves identification of most important determinants from a pool of covariates and estimates their separate effects using standard statistical estimation techniques mentioned above.…”
Section: Empirical Literature On Water Consumptionmentioning
confidence: 99%
“…Romano and Kapelan [8] constructed a valid estimation model with an average error of about 5% using evolutionary algorithms and artificial neural networks. Similarly, Oliveira et al [9] applied the harmonious search algorithm to the short-term water demand estimation and searched the parameters in the model by using the harmony search (HS) algorithm. Swarm intelligence optimization algorithms are research hotspots in the optimization field.…”
Section: Introductionmentioning
confidence: 99%