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Non-parametric Regression Model for Continuous-time Day Ahead Load Forecasting with Bernstein Polynomial

机译:Bernstein多项式的连续日提前负荷预测的非参数回归模型

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Growing perception of diverse generation resources and demand response operation of power system with high uncertainty has increased the attention to a more dynamic and accurate day-ahead load prediction. In this paper, we develop an stochastic model for short term load forecasting based on the Gaussian process, in which the non parametric estimator of the regression functions are obtained by using Bernstein polynomials. One of the major features of this model is its ability to predict a continuous load at any time of the day with a regression function. We use the historical data for training and the constrained marginal likelihood problem is optimized for finding the hyperparameters of the model. Real data sets from California ISO were used for training and testing the model. The results are compared to the day ahead piecewise constant load and the real time load. The common error measures are employed to infer the deviation of the load forecast from the real data.
机译:对具有多种不确定性的发电资源和电力系统的需求响应操作的日益增长的认识,已引起人们对更加动态和准确的日前负荷预测的关注。在本文中,我们基于高斯过程建立了一个短期负荷预测的随机模型,其中使用伯恩斯坦多项式获得了回归函数的非参数估计量。该模型的主要特征之一是它具有使用回归函数预测一天中任何时候的连续载荷的能力。我们使用历史数据进行训练,并对受约束的边际似然问题进行了优化,以查找模型的超参数。来自加利福尼亚州ISO的真实数据集用于训练和测试模型。将结果与前一天的分段恒定负载和实时负载进行比较。常见误差度量用于从实际数据中推断出负荷预测的偏差。

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