Non-linear mixed-effects models for time series forecasting of smart meter demand

被引:263
|
作者
Roach, Cameron [1 ]
Hyndman, Rob [1 ]
Ben Taieb, Souhaib [2 ]
机构
[1] Monash Univ, Dept Econometr & Business Stat, Clayton, Vic, Australia
[2] Univ Mons, Dept Comp Sci, Mons, Belgium
关键词
electricity; energy; mixed‐ effects models; smart meters; time series forecasting;
D O I
10.1002/for.2750
中图分类号
F [经济];
学科分类号
02 ;
摘要
Buildings are typically equipped with smart meters to measure electricity demand at regular intervals. Smart meter data for a single building have many uses, such as forecasting and assessing overall building performance. However, when data are available from multiple buildings, there are additional applications that are rarely explored. For instance, we can explore how different building characteristics influence energy demand. If each building is treated as a random effect and building characteristics are handled as fixed effects, a mixed-effects model can be used to estimate how characteristics affect energy usage. In this paper, we demonstrate that producing 1-day-ahead demand predictions for 123 commercial office buildings using mixed models can improve forecasting accuracy. We experiment with random intercept, random intercept and slope and non-linear mixed models. The predictive performance of the mixed-effects models are tested against naive, linear and non-linear benchmark models fitted to each building separately. This research justifies using mixed models to improve forecasting accuracy and to quantify changes in energy consumption under different building configuration scenarios.
引用
收藏
页码:1118 / 1130
页数:13
相关论文
共 50 条
  • [21] Model selection in single-time-point dosimetry using non-linear mixed-effects modeling
    Hardiansyah, Deni
    Riana, Ade
    Beer, Ambros
    Glatting, Gerhard
    JOURNAL OF NUCLEAR MEDICINE, 2023, 64
  • [22] Influence analysis for linear mixed-effects models
    Demidenko, E
    Stukel, TA
    STATISTICS IN MEDICINE, 2005, 24 (06) : 893 - 909
  • [23] Fiducial Inference in Linear Mixed-Effects Models
    Yang, Jie
    Li, Xinmin
    Gao, Hongwei
    Zou, Chenchen
    ENTROPY, 2025, 27 (02)
  • [24] Linear Mixed-Effects Models in chemistry: A tutorial
    Carnoli, Andrea Junior
    Lohuis, Petra oude
    Buydens, Lutgarde M. C.
    Tinnevelt, Gerjen H.
    Jansen, Jeroen J.
    ANALYTICA CHIMICA ACTA, 2024, 1304
  • [25] Linear Mixed-Effects Models in Medical Research
    Schober, Patrick
    Vetter, Thomas R.
    ANESTHESIA AND ANALGESIA, 2021, 132 (06): : 1592 - 1593
  • [26] Forecasting of Smart Meter Time Series Based on Neural Networks
    Zufferey, Thierry
    Ulbig, Andreas
    Koch, Stephan
    Hug, Gabriela
    DATA ANALYTICS FOR RENEWABLE ENERGY INTEGRATION (DARE 2016), 2017, 10097 : 10 - 21
  • [27] Bayesian high-dimensional covariate selection in non-linear mixed-effects models using the SAEM algorithm
    Marion Naveau
    Guillaume Kon Kam King
    Renaud Rincent
    Laure Sansonnet
    Maud Delattre
    Statistics and Computing, 2024, 34
  • [28] Non-linear forecasting in high-frequency financial time series
    Strozzi, F
    Zaldívar, JM
    PHYSICA A-STATISTICAL MECHANICS AND ITS APPLICATIONS, 2005, 353 : 463 - 479
  • [29] Bayesian high-dimensional covariate selection in non-linear mixed-effects models using the SAEM algorithm
    Naveau, Marion
    King, Guillaume Kon Kam
    Rincent, Renaud
    Sansonnet, Laure
    Delattre, Maud
    STATISTICS AND COMPUTING, 2024, 34 (01)
  • [30] Hierarchical non-linear mixed-effects models for estimating growth parameters of western Mediterranean solitary coral populations
    Cafarelli, Barbara
    Calculli, Crescenza
    Cocchi, Daniela
    Pignotti, Elettra
    ECOLOGICAL MODELLING, 2017, 346 : 1 - 9