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Published on: August 19, 2021
Forecasting Short-Term Electricity Load with Combinations of Singular Spectrum Analysis
1Business School, Zhengzhou University, Zhengzhou, 450001 China.
This study introduces a novel decomposition method using singular spectrum analysis (SSA) for accurate electricity demand forecasting. The approach effectively separates complex features in electricity load data, improving prediction accuracy for power system operations.
Area of Science:
- Power Systems Engineering
- Data Science
- Applied Mathematics
Background:
- Accurate electricity demand forecasting is crucial for economic control and secure power system operations.
- Electricity data exhibit nonlinearity and multi-seasonal features, posing challenges for traditional forecasting models.
- Existing decomposition methods often struggle with feature separability and border effects.
Purpose of the Study:
- To develop an effective decomposition-based forecasting approach for electricity load using singular spectrum analysis (SSA).
- To demonstrate the importance of separable feature extraction for enhancing individual model performance.
- To propose an SSA-based period decomposition method that addresses border effects.
Main Methods:
- Singular Spectrum Analysis (SSA) for decomposing electricity load data into distinct feature subseries.
- Individual forecasting models applied to each extracted feature series.
- SSA-based period decomposition to achieve separable decomposition and mitigate border effects.
Main Results:
- The proposed SSA-based decomposition method successfully extracts separable features from electricity load data.
- Individual models utilizing these separable features demonstrate improved ability to capture distinct data characteristics.
- Empirical studies confirm the effectiveness of the proposed approach in achieving accurate electricity demand forecasting.
Conclusions:
- The novel SSA-based period decomposition method offers a reliable and promising tool for electricity load forecasting.
- Separable feature extraction is key to improving the performance of decomposition-based forecasting models.
- The approach effectively handles data nonlinearity and multi-seasonal features, overcoming limitations of previous methods.
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