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A study of neural networks and multiple neural networks in making short-term and long-term time-series prediction of petroleum production and gas consumption.

机译:对神经网络和多重神经网络进行石油产量和天然气消耗的短期和长期时间序列预测的研究。

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摘要

The task of modeling data is difficult when the data of some variables are unavailable either totally or partially during the examined time span. Lacking the data, it is at times impossible to model causal relationships between those variables and the variable to be forecasted. In such a case, a possible solution is to use univariate time series modeling where the historical data of the variable of interest is used to develop a model. In this thesis, a univariate time series approach, using solely the petroleum production and gas flow rate respectively is taken to construct two stand-alone feed-forward neural network forecasting models. Neural network approach was chosen for the tasks due to its ability to handle non-linearity and its freedom from a priori selection of mathematical models. The results of the experiments suggest that one-step-ahead forecasts can be made with reasonably accuracy.; A relatively novel outcome of this thesis is the integration of individual artificial neural networks into a single model that may produce better long-term predictions. Each component network is constructed for making direct forecasts of different time interval ahead. The combination of individual artificial neural networks, called a multiple neural network model, propagates forward in different-length steps in order to make forecasts. Due to the various step-lengths, it is expected that the number of recursion steps is smaller, and hence the accumulative error is lower.
机译:当某些变量的数据在检查的时间段内全部或部分不可用时,对数据进行建模的任务很困难。缺少数据,有时无法对那些变量与要预测的变量之间的因果关系进行建模。在这种情况下,一种可能的解决方案是使用单变量时间序列建模,其中将关注变量的历史数据用于开发模型。本文采用单变量时间序列方法,分别采用石油产量和天然气流量分别构建两个独立的前馈神经网络预测模型。选择神经网络方法来完成任务是因为它具有处理非线性的能力以及不受先验数学模型的影响的能力。实验结果表明,可以较准确地做出一步一步的预测。本文的一个相对新颖的成果是将单个人工神经网络集成到单个模型中,该模型可能会产生更好的长期预测。每个组件网络都可以直接预测未来的不同时间间隔。各个人工神经网络的组合(称为多神经网络模型)以不同长度的步长向前传播,以便进行预测。由于步长的不同,预计递归步数会减少,因此累积误差会降低。

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