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Benchmarking by convex non-parametric least squares with application on the energy performance of office buildings

机译:凸非参数最小二乘标杆法在办公建筑节能中的应用

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摘要

Regression analysis can be used to develop benchmarking systems for the energy performance of office buildings. A linear regression model can be developed using ordinary least squares (OLS) regression analysis to normalize the factors that affect the energy consumption performance of office buildings and develop the benchmarking model. Poor model fit and the assumption of linearity of OLS are the limitations in developing a reliable benchmarking model. In this study, we introduce and discuss the use of convex non-parametric least squares (CNLS) to develop a benchmarking model using the resulting hyper planes. CNLS is advantageous in that (i) it is a non-parametric regression method, (ii) does not specify the functional form a priori, and (iii) is used to estimate monotonic increasing and convex functions. The resulting benchmarking model can be enhanced with a good model fit using the three advantages. An illustrative application to office buildings is also provided. (C) 2017 Elsevier Ltd. All rights reserved.
机译:回归分析可用于为办公大楼的能源性能开发基准系统。可以使用普通最小二乘(OLS)回归分析来开发线性回归模型,以归一化影响办公楼能耗性能的因素并开发基准测试模型。模型拟合差和OLS线性假设是开发可靠基准模型的局限性。在这项研究中,我们介绍并讨论了使用凸非参数最小二乘(CNLS)来使用所得超平面开发基准模型的方法。 CNLS的优势在于(i)它是一种非参数回归方法,(ii)未指定先验的函数形式,并且(iii)用于估计单调递增函数和凸函数。利用这三个优点,可以通过良好的模型拟合来增强生成的基准模型。还提供了对办公大楼的说明性应用。 (C)2017 Elsevier Ltd.保留所有权利。

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