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Application of Gray-self-memory-neural Network Model to Prediction of the Annual Runoff

机译:灰度自我记忆 - 神经网络模型在年径流预测中的应用

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Runoff time series is a non-linear, weakly dependent and complicated dynamic system. The key of improving the accuracy of runoff prediction is to dig the information in the limited sample sufficiently. Gray system modeling uncovers the dynamic laws inside the system via processing gray information in order to transform the desultory data into ordered series for establishing model based on differential equations. Self-memory theory on base of physical motion irreversibility, emphasizes relation of system status, which urges upon evolutional rules of system itself, and then differential equations of dynamic system could be set up for the self-memory models. Combination of gray, self-memory could effectively responds ultra data, but with some phase lag. Neural network has advantage of paralleling distributed processing. On account of integrative prediction, three modeling are combined to forecast annual runoff. It is shown that gray self-memory neural network model has higher prediction accuracy and may be fit for annual runoff prediction.
机译:径流时间序列是非线性,弱依赖性和复杂的动态系统。提高径流预测精度的关键是充分地挖掘有限样本中的信息。灰色系统建模通过处理灰色信息来揭示系统内的动态规律,以便将差异数据转换为基于微分方程建立模型的有序系列。物理运动不可逆转基础的自我记忆理论,强调系统状态的关系,在系统本身的进化规则上推动,然后可以为自我存储器模型设置动态系统的微分方程。灰色,自我记忆的组合可以有效地响应超数据,但有一些阶段滞后。神经网络具有平行分布式处理的优点。由于综合预测,三种建模相结合预测年径流。结果表明,灰色自我记忆神经网络模型具有更高的预测准确性,并且可以适合年径流预测。

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