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| 1 | CRUDE OIL PRICE FORECASTING WITH TEI@I METHODOLOGY显示文摘The difficulty in crude oil price forecasting, due to inherent complexity, has attracted much attention of academic researchers and business practitioners. Various methods have been tried to solve the problem of forecasting crude oil prices. However, all of the existing models of prediction can not meet practical needs. Very recently, Wang and Yu proposed a new methodology for handling complex systems-TEI@I methodology by means of a systematic integration of text mining, econometrics and intelligent techniques.Within the framework of TEI@I methodology, econometrical models are used to model the linear components of crude oil price time series (i.e., main trends) while nonlinear components of crude oil price time series (i.e., error terms) are modelled by using artificial neural network (ANN) models. In addition, the impact of irregular and infrequent future events on crude oil price is explored using web-based text mining (WTM) and rule-based expert systems (RES) techniques. Thus, a fully novel nonlinear integrated forecasting approach with error correction and judgmental adjustment is formulated to improve prediction performance within the framework of the TEI@I methodology. The proposed methodology and the novel forecasting approach are illustrated via an example. | WANGShouyang YULean K.K.LAI | 2005 | Journal of Systems Science & Complexity2005，18，2： | 73 |
| 2 | TIME SERIES FORECASTING WITH MULTIPLE CANDIDATE MODELS:SELECTING OR COMBINING?显示文摘Various mathematical models have been commonly used in time series analysis and forecasting. In these processes, academic researchers and business practitioners often come up against two important problems. One is whether to select an appropriate modeling approach for prediction purposes or to combine these different individual approaches into a single forecast for the different/dissimilar modeling approaches. Another is whether to select the best candidate model for forecasting or to mix the various candidate models with different parameters into a new forecast for the same/similar modeling approaches. In this study, we propose a set of computational procedures to solve the above two issues via two judgmental criteria. Meanwhile, in view of the problems presented in the literature, a novel modeling technique is also proposed to overcome the drawbacks of existing combined forecasting methods. To verify the efficiency and reliability of the proposed procedure and modeling technique, the simulations and real data examples are conducted in this study.The results obtained reveal that the proposed procedure and modeling technique can be used as a feasible solution for time series forecasting with multiple candidate models. | YULean WANGShouyang K.K.Lai Y.Nakamori | 2005 | Journal of Systems Science & Complexity2005，18，1： | 5 |
| 3 | AN INTERVAL METHOD FOR STUDYING THE RELATIONSHIP BETWEEN THE AUSTRALIAN DOLLAR EXCHANGE RATE AND THE GOLD PRICE显示文摘这份报纸建议一个间隔方法对美元和金价格探索在澳大利亚的美元的汇率之间的关系,用每周、每月、季度的数据。与间隔方法,间隔样品数据被形成介绍变量的轻快。ILS 途径被扩大到多模型评价,计算计划被提供。实验证据建议 ILS 估计很好描绘汇率怎么联系到金价格,两个在长期间并且短期。在间隔和点方法之间的比较显示 OLS 和 ILS 估计之间的差别从每周的数据正在增加到季度的数据,自从最低频率点数据失去了轻快的大多数信息。 | Ai HAN K.K.LAI Shouyang WANG Shanying XU | 2012 | Journal of Systems Science & Complexity2012，25，1： | 4 |
| 4 | AN EMPIRICAL ANALYSIS OF SAMPLING INTERVAL FOR EXCHANGE RATE FORECASTING WITH NEURAL NETWORKS显示文摘Artificial neural networks (ANNs) have been widely used as a promising alternative approach for forecast task because of their several distinguishing features. In this paper, we investigate the effect of different sampling intervals on predictive performance of ANNs in forecasting exchange rate time series. It is shown that selection of an appropriate sampling interval would permit the neural network to model adequately the financial time series. Too short or too long a sampling interval does not provide good forecasting accuracy. In addition, we discuss the effect of forecasting horizons and input nodes on the prediction performance of neural networks. | K.K.Lai Y.Nakamori WANGShouyang | 2003 | Journal of Systems Science & Complexity2003，16，2： | 1 |
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