Abstract

With the emergence of advanced computational technologies, the capacity to process data for developing machine learning-based predictive models has increased multifold. However, reliance on the model’s mere accuracy has swiftly shifted attention away from its interpretability. Resultantly, a need has emerged amongst forecasters and academics to have predictive models that are not only accurate but also interpretable as well. Therefore, to facilitate energy forecasters, this paper advances the knowledge of short-term load forecasting through generalized regression analysis using high degree polynomials and cross terms. To predict the irregularly changing energy demand at the consumer level, the proposed model uses a time series of an hourly load of three years of an electricity distribution company in Pakistan. Two variants of regression analysis are used: (a) generalized linear regression model (GLRM), and (b) generalized linear regression model with polynomials and cross-terms (GLRM-PCT) for comparative reasons. Experiments revealed that GLRM-PCT showed higher forecasting accuracy across a variety of performance metrics such as mean absolute percentage error (MAPE), mean absolute error (MAE), root mean squared error (RMSE), and r-squared values. Moreover, the enhanced interpretability of GLRM-PCT also explained a wide range of combinations of weather variables, public holidays, as well as lagged load and climatic variables.

Highlights

  • T-PhCisTcmonosdtietluwteidthathcoremebinindaetpioenndoefn1t0v2avriaarbilaetsioisnsmoafthematica fifteen independreenptrevsaernitaebdleins t(h2a).t were initially used in a simple generalized linear regression model (GLRM) model

  • TrainWhileTleosotking aTt rMaiAn PE resTuelstts, GLRM-PCT results show only 2.83% error as co p3.a3r3e8d to si3m.5p4l4e GLR5M9.3w51ith the6M1.4A7PE of 3.05.49%72

  • Ceor nocfluGsLiRonMs-PCT was due to the second-degree polynomials and the cross-terms it used

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Summary

Introduction

Evaluation using five different performance metrics for a broader readership. Any time series can be well predicted by incorporating its own lagged variations as one of the predictor variables. Lagged variables that have been incorporated in this study are previous 24-h average load, previous 24-h average temperature, previous 24-h average dew point, prior day same hour load, prior day same hour temp, prior day same hour dew point, prior week same hour load, prior week same hour temp, and prior week same hour dew point. 3. Forecasting TechnAiqnuyetsime series can be well predicted by incorporating its own lagged variations. In load foretchaisstsitnugd,ythaerempurletvipioleusli2n4e-ahr arvegerraegsseiolonadm, eptrheovdioiussu2s4e-dh taovseeraegkeatsetmatpisetriactaulre, previo insight into the 2r4e-lahtaiovnesrahgipe dbeewtwpeoeinntd, epprieonrddeanytsaanmdeihnoduerpleonadde, nptrivoarrdiaabylesasm. Reehgoruesrstieomnp, prior d analysis between does load asnoswdabemyietkesuhdssaoienmutegrerdmoheroidwnuiarnpndaotreisnyw. Reehgoruesrstieomnp, prior d analysis between does load asnoswdabemyietkesuhdssaoienmutegrerdmoheroidwnuiarnpndaotreisnyw. tMl,pepaoarstiinhot tres.mqwuaeaetirkceaselalsmyt,iemithcaoatuinornbloetaorded,pprrareiwsoernawtleeidnekeaassrabmreeleloahwtio.ounrstheimpp, and pr

Multiple Linear Regression
Results and Discussion
Results and Discussions
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