A symmetry-constrained analytical persistence operator for periodically correlated energy processes achieves accuracy gains over classical persistence while preserving periodic variance and covariance.
The comparison of Holt-Winters method and multiple regres- sion method: A case study,
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Symmetry-Constrained Forecasting of Periodically Correlated Energy Processes
A symmetry-constrained analytical persistence operator for periodically correlated energy processes achieves accuracy gains over classical persistence while preserving periodic variance and covariance.