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A NEW APPROACH TO MODEL FINANCIAL MARKETS 被引量:2

A NEW APPROACH TO MODEL FINANCIAL MARKETS
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摘要 This paper deals with the problem of how to take full use of prices information to model financial markets.A range decomposition technique is proposed to decompose the returns into two components.It is proved theoretically that these two components are bi-directional Granger causality,which makes it convenient to establish a vector autoregressive model(VAR).Both simulations and empirical studies are performed,and the results are consistent with the theoretical ones.The range decomposition approach presented in this paper is more efficient in information employment and suggests a new framework to model financial markets.
出处 《Journal of Systems Science & Complexity》 SCIE EI CSCD 2013年第3期432-440,共9页 系统科学与复杂性学报(英文版)
关键词 Granger causality RANGE range decomposition VAR. 金融市场 模拟 Granger因果关系 分解技术 信息模型 自回归模型 场问题 VAR
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  • 1D. J. Berleant, L. Z. Xie, and J. Z. Zhang, Statool: A tool for distribution envelope (DEnv), an interval-based algorithm for arithmetic on random variables, Reliable Computing, 2003, 9(2): 91-108.
  • 2D. J. Berleant, M. Ceberio, G. Xiang, and V. Kreinovich, Towards adding probabilities and correlations to interval computations, International Journal of Approximate Reasoning, 2007, 46(3): 499-510.
  • 3D. J. Berleant, O. Kosheleva, V. Kreinovich, and H. T. Nguyen Unimodality, Independence lead to NP-hardness of interval probability problems, Reliable Computing, 2007, 13(3): 261-282.
  • 4O. Kosheleva and V. Kreinovich, Error estimation for indirect measurements: interval computation problem is (slightly) harder than a similar probabilistic computational problem, Reliable Computing, 1999, 5(1): 81-95.
  • 5S. Ferson, L. Ginzburg, V. Kreinovich, L. Longpr, and M. Aviles, Exact bounds on finite populations of interval data, Reliable Computing, 2005, 11(3): 207-233.
  • 6S. Ferson, L. Ginzburg, V. Kreinovich, L. Longpr, and M. Aviles, Computing variance for interval data is NP-hard, ACM SIGACT News, 2002, 33(2): 108-118.
  • 7V. Kreinovich, D. J. Berleant. S. Ferson, and W. A. Lodwick, Combining interval and probabilistic uncertainty: Foundations, algorithms, challenges-An overview, Proceedings of the International Conference on Fuzzy Systems Neural Networks, and Genetic Algorithms FNG'05, Tijuana, Mexico, 2005: 1-10.
  • 8V. Kreinovich and S. Ferson, Computing best-possible bounds for the distribution of a sum of several variables is NP-hard, International Journal of Approximate Reasoning, 2006, 41(3): 331- 342.
  • 9V. Kreinovich, L. Longpre, S. A. Starks, G. Xiang, J. Beck, R. Kandathi, A. Nayak, S. Ferson, and J. Hajagos, Interval versions of statistical techniques, with applications to environmental analysis, bioinformatics, and privacy in statistical databases, Journal of Computational and Applied Mathematics, 2007, 199(2): 418-423.
  • 10B. Hayes, A lucid interval, American Scientist, 2003, 91(6): 484-488.

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  • 1张跃军,达亚彬,张璐,王姿懿.2014年国际原油市场分析与价格预测[J].北京理工大学学报(社会科学版),2014,16(2):13-17. 被引量:4
  • 2Hotelling H. The economics of exhaustible resources [J]. Journal of Political Economy, 1931, 39: 137-175.
  • 3Salnat S W. Exhaustible resources and industrial structure: A Nash-Cournot approach to the world oil market [J]. Journal of Political Economy, 1976, 84: I079-i093.
  • 4Wang S Y, Yu L, Lai K K. Crude oil price ~brecasting with '/'EI~I methodology [J]. lnternatwnat Journal of Systems Science and Complexity, 2005, 18: 145-166.
  • 5Wang S Y, Yu L, Lai K K. A novel hybrid AI system framework for crude oil price forecasting [C]// Lecture Notes in Artificial Intelligence. Heidelberg: Spinger-Verlag, 2004, 233-242.
  • 6Yu L, Wang S Y, Wen F H, et al. Genetic algorithm-based multi-criteria project portfolio selection [J]. Annals of Operations Research, 2012, 19T(1): 71-86.
  • 7Paulus J J, Ye D, Zhang G. Optimal online-list batch scheduling [J]. lnJormatwn ~'rocess,ng Letters, 2009, 109: 1125-1128.
  • 8Yu G, Zhang G. Scheduling with a minimum number of machines [J]. Operations Research Letters, 2009, 37: 97-101.
  • 9Xing W, Wang S Y, Liu L M. Optimal ordering and pricing strategies in the presence of a B2B spot market [J]. European Journal of Operational Research, 2012, 221: 87-98.
  • 10Yu M, Wang S Y. Dynamic optimal portfolio with maximum absolute deviation model [J]. Journal of Global Optimization, 2012, 58: 363-380.

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