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An empirical investigation of bias and variance in time series forecasting: modeling considerations and error evaluation

机译:时间序列预测中的偏差和方差的实证研究:建模注意事项和误差评估

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Bias and variance play an important role in understanding the fundamental issue of learning and generalization in neural network modeling. Several studies on bias and variance effects have been published in classification and regression related research of neural networks. However, little research has been done in this area for time-series modeling and forecasting. We consider modeling issues related to understanding error components given the common practices associated with neural-network time-series forecasting. We point out the key difference between classification and time-series problems in consideration of the bias-plus-variance decomposition. A Monte Carlo study on the role of bias and variance in neural networks time-series forecasting is conducted. We find that both input lag structure and hidden nodes are important in contributing to the overall forecasting performance. The results also suggest that overspecification of input nodes in neural network modeling does not impact the model bias, but has significant effect on the model variance. Methods such as neural ensembles that focus on reducing the model variance, therefore, can be valuable and effective in time-series forecasting modeling.
机译:偏差和方差在理解神经网络建模中的学习和泛化的基本问题上起着重要作用。在神经网络的分类和回归相关研究中已经发表了一些关于偏差和方差效应的研究。但是,在此领域中,对于时间序列建模和预测的研究很少。考虑到与神经网络时间序列预测相关的常见做法,我们考虑建模与理解错误组件有关的问题。考虑到偏差加方差分解,我们指出了分类问题和时间序列问题之间的关键区别。对偏差和方差在神经网络时间序列预测中的作用进行了蒙特卡洛研究。我们发现,输入滞后结构和隐藏节点对于提高整体预测性能都非常重要。结果还表明,神经网络建模中输入节点的超规格化不会影响模型偏差,但会对模型方差产生重大影响。因此,专注于减少模型方差的方法(例如神经集成)在时间序列预测建模中可能是有价值且有效的。

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