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Universal Dual-Horizon Residential Forecasting Model Using Trigonometric Deep Long Short-Term Memory with Attention Mechanisms

Manthila Wijesooriya Mudiyanselage, Haimeng Wu*, Abbas Mehrabidavoodabadi

*Corresponding author for this work

Research output: Contribution to journalArticlepeer-review

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Abstract

Effective forecasting in residential energy systems is important for efficient grid operation. However, existing methods face challenges with the rapid growth of data heterogeneity, the intermittent nature of renewables, and accurate electricity price forecasting. Further, many approaches have failed to model a unified framework for forecasting multiple variables simultaneously. To overcome these limitations, we propose a multi-input multi-output universal model using the Trigonometric Deep Long Short-Term Memory with Attention Mechanisms (Trigo-Deep LSTM-AM) for dual-horizon residential forecasting. The proposed model predicts both short-term (day-ahead) and long-term (year-ahead) residential load demand, electricity prices, and solar and wind generation. It integrates LSTM networks, attention mechanisms, and trigonometric encoding to effectively capture periodic and non-periodic patterns. The proposed model was evaluated on the testing dataset (the final 15% of the 2015-2020 UK dataset) and further validated using residential datasets from Germany (2016-2020) and the USA (2017-2021). For the UK testing dataset, the proposed model achieves average MSE-based accuracy improvements of approximately 19%, 53%, 61%, and 34% for load, price, solar, and wind generation compared with RNN-AM, CNN-AM, and GRU-AM baselines. This could enhance resource allocation, grid stability, and cost efficiency in power system management.
Original languageEnglish
Article number113824
Number of pages14
JournalElectric Power Systems Research
Volume263
Early online date13 Jul 2026
DOIs
Publication statusE-pub ahead of print - 13 Jul 2026

Keywords

  • Residential energy forecasting
  • Trigonometric encoding
  • Variational Mode Decomposition (VMD)
  • Seasonal-Trend Decomposition using Loess (STL)
  • Long Short-Term Memory (LSTM)
  • Attention Mechanisms (AM)

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